Dainton (1968)

Why, in 1966, were there 1,600 unfilled places in the science and technology faculties of UK universities? Commissioned and published by the Council for Scientific Policy, this was the report of the enquiry chaired by Frederick Dainton

Dainton (1914-1997), an academic chemist, was Vice-Chancellor of the University of Nottingham at the time of this report.

The complete document is shown in this single webpage. You can scroll through it or use the following links to go to the various chapters:

I Introduction and summary (page 1)
II Statistical evidence (6)
III The teaching environment (36)
IV The pattern in Scotland (47)
V In other countries (68)
VI Individual choices (71)
VII Diagnosis of the trend (78)
VIII Remedies and recommendations (84)

Annexes (97)

Index to tables and figures (169)

The text of the 1968 Dainton Report was prepared by Derek Gillard and uploaded on 5 May 2025.


The Dainton Report (1968)
Enquiry into the Flow of Candidates in Science and Technology into Higher Education

London: Her Majesty's Stationery Office 1968
© Crown copyright material is reproduced with the permission of the Controller of HMSO and the Queen's Printer for Scotland.


[cover]


[title page]

COUNCIL FOR SCIENTIFIC POLICY


Enquiry into the Flow of Candidates in
Science and Technology into Higher
Education




Presented to Parliament by the Secretary of State for Education and Science
by Command of Her Majesty
February 1968



LONDON
HER MAJESTY'S STATIONERY OFFICE
Reprinted 1969
14s. 6d. [72½p.] net

Cmnd. 3541


[page iii]

Following the endorsement of the final Report by the Enquiry into the flow of candidates in science and technology into higher education by the Council for Scientific Policy (by which the Enquiry was established three years ago) and by the Committee on Manpower Resources for Science and Technology, I submit to you the Report which the Council and the Committee have recommended for publication.

The Report draws attention to a swing away from science to arts and to social sciences which the Enquiry regarded as giving cause for concern not only in relation to a future supply of qualified manpower which in consequence might possibly prove inadequate to the nation's needs, but also as a symptom of a condition which in science may be losing the esteem which its importance as an element in education deserves. We have made some proposals for remedial action affecting the schools, the universities and industry, the implementation of which will largely depend upon the establishment of a consensus of opinion throughout the educational life of the country. Some of these proposals may be regarded as falling outside our strict terms of reference and extending beyond the immediate responsibilities of our parent bodies. We felt obliged to make these recommendations because the schools, the universities and industry are interdependent, changes in any one influencing the others, and all have an interest to secure the best possible education, general as well as scientific, for the youth of this country.

Yours sincerely,    
(Signed) F. S. Dainton


To The Rt. Hon. Patrick Gordon Walker, M.P.

January, 1968


[page iv]

MEMBERS

Dr. F. S. DAINTON (Chairman), Vice-Chancellor, University of Nottingham.

Professor G. A. BARNARD, Professor of Mathematics, University of Essex.

Mr. G. M. GOATMAN, Statistician, Universities Central Council on Admissions (1).

Mr. G. M. A. HARRISON (2), Chief Education Officer, Sheffield.

Lord JACKSON of Burnley, Pro-Rector, Imperial College of Science and Technology.

Professor L. ROSENHEAD, Professor of Applied Mathematics, University of Liverpool.

ASSESSORS

Mr. G. A. T. HANKSScottish Education Department.
Mr. J. F. McCLELLANScottish Education Department.
Mr. R. D. POTTERMinistry of Technology.
Mr. W. K. REID (3)Department of Education and Science.
Miss J. M. SCRIMSHAW (4)Schools Council for the Curriculum and Examinations.
Miss J. R. WEATHERBURNDepartment of Education and Science.

SECRETARIAT

Mr. D. W. TANNERDepartment of Education and Science.
Miss I. E. MORRISDepartment of Education and Science.



(1) Until 31st December 1967.
(2) Succeeded Professor C. A. Moser on 13th April, 1967.
(3) Succeeded Mr. G. J. Spence on 16th October, 1967.
(4) Succeeded Mr. C. Priestley on 4th October, 1967.




[page v]

Contents

page
SUMMARY OF RECOMMENDATIONS

Chapter I: INTRODUCTION AND SUMMARY
1
Chapter II: STATISTICAL EVIDENCE: PUPILS, SUBJECTS AND COURSES IN ENGLAND AND WALES6
Chapter III: EVIDENCE ON THE TEACHING ENVIRONMENT36
Chapter IV: THE PATTERN IN SCOTLAND47
Chapter V: THE SWING AWAY FROM SCIENCE IN SOME OTHER COUNTRIES68
Chapter VI: HOW INDIVIDUAL CHOICES ARE MADE71
Chapter VII: DIAGNOSIS OF THE TREND AWAY FROM SCIENCE, ENGINEERING AND TECHNOLOGY78
Chapter VIII: REMEDIES AND RECOMMENDATIONS84

ANNEXES
97

INDEX TO TABLES AND FIGURES
169






[page vi]

SUMMARY OF RECOMMENDATIONS

1. There should be a broad span of studies in the sixth forms of schools, and irreversible decisions for or against science, engineering and technology should be postponed as late as possible (paragraph 174).

2. Normally, all pupils should study mathematics until they leave school; the teaching of mathematics should show the effects of associating mathematical thinking with other studies, such as experimental or engineering sciences, or with economics (paragraph 179).

3. Breadth, humanity and up-to-dateness must be infused into the science curriculum and its teaching (paragraph 181).

4. Schools and Local Education Authorities should take steps to ensure that within the next five years the majority of pupils in secondary education should come into early contact with good science teaching (paragraph 182).

5. The foregoing objectives are to some extent met in Scotland. It is important that the traditionally broad base of Scottish education should be preserved (paragraph 183).

6. The participation of teachers in in-service courses should be encouraged; financial incentives should be provided and flexible arrangements for replacement should be developed; the need is especially great in science and technology (paragraph 184).

7. The deployment of teachers should be reviewed in order to ensure thai younger and uncommitted pupils receive high quality teaching in science (paragraph 185).

8. More graduates of high ability should be recruited into science teaching and positive incentives should be offered to them (paragraph 186).

9. Urgent consideration should be given to an increase of technical supporting staff in schools; advances in educational technology should be fully exploited in the teaching of science and mathematics; Local Education Authorities should recognise the additional cost of curriculum reform and should be prepared to finance promising new proposals (paragraph 188).

10. Universities should reconsider their entry requirements with a view to encouraging a broad span of studies in the sixth form and to increasing the flow of candidates in science, engineering and technology (paragraph 190).

11. Universities should further experiment with new courses in science engineering and technology designed to attract to these disciplines able entrants who are not already committed to these fields of study (paragraph 193).

12. Employers should recognise their high responsibility for ensuring that careers in science, engineering and technology are made as attractive as possible to students (paragraph 195).

13. There should be continuing review of trends in subject specialisation and their implications for manpower; research into career choice should continue; statistics on the flow of pupils from education through to employment should be further developed (paragraph 198).


[page 1]

CHAPTER I

INTRODUCTION AND SUMMARY

1. We were set up on 25th February, 1965, by the Council for Scientific Policy in collaboration with the Committee on Manpower Resources for Science and Technology to examine the flow of candidates in science and technology into higher education. In our Interim Report (1) we stressed the importance of basing a diagnosis on statistics relating to individuals rather than to subjects or university places. We drew attention to the buoyant growth of science and mathematics in the schools up to General Certificate of Education 'Ordinary' level, and to the increased numbers of school leavers specialising in science. Now that we have carried out a more substantive analysis based on the choice and performance of individuals, the qualified optimism of our earlier Report has not been sustained. We find that science and mathematics are, relatively, losing ground in the sixth form. Since 1960 the proportion of school leavers specialising in them has declined in relation to other subjects of study and specialisation. There has been a marked and growing preference for economics, and for courses bridging the arts and science groups.

2. Several trends are concurrently at work. We are passing from a period in which the size of the relevant age group for entry to university has been rising to a quinquennium in which it is falling. Against this there is a rising tendency to stay on at school and enter the sixth form. The science stream in schools is still strong in terms of quality of 'Advanced' level performance, and as a percentage of the relevant age group is continuing to grow, but much more slowly than are other streams. If these trends continue unchanged, the numbers of suitably qualified candidates coming forward from schools to study science and technology in higher education over the next five years are more likely to fall than to rise. This contrasts with the situation in arts and social sciences which are benefiting from the recent growth and changing pattern of interests in our sixth forms. It should be noted that it is from the science stream in our secondary schools that we obtain most of our doctors, dentists, scientists, technologists and engineers.

3. The relative decline in the study of science and technology is, in our view, potentially harmful both to individuals and to society. Man lives in a physical world which from curiosity as much as necessity he seeks to understand and control. The search for understanding of the physical world is the pursuit of science; engineering and technology aim to control and harness energy and materials to useful ends. Science and technology make the parts of society increasingly interdependent, for example through developments in communication and transport. As our dependence on science and technology increases so also does everyday life become more complex; they bring new benefits, for example in medicine and agriculture, but also generate new and powerful concepts which are difficult to grasp without some basic scientific education. Those who have no scientific understanding are cut off from a great human activity; and may well feel excluded from intercourse with those who have such understanding. The study of these subjects should form part

(1) Enquiry into the Flow of Candidates in Science and Technology into Higher Education: Interim Report, February, 1966, Cmnd, 2893.


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of everyone's educational experience. Scientific interests in young children are a natural expression of their curiosity about the world; and they have a right to the opportunity to nurture such interest. Whatever the subsequent careers of boys and girls now in schools may eventually be, they should for their own sake know and appreciate something of the aims, techniques and achievements of science and technology.

4. If the swing from science continues, our population of scientists and technologists will grow more slowly at a time when the prospects of social and economic benefit from discovery and innovation in these fields are expanding. The treatment of cancer and of mental health disorders, or learning how to farm the sea, depend as much on scientific and technological manpower resources as devising new and more economic catalytic processes or inventing new solid state devices that will compete in world markets.

5. The implications of the swing from science are far-reaching. Foremost, for scientific manpower policy, is the prospect of a pause in the growth of new supply to the stock of qualified scientists and technologists. For several years, beginning in about 1968, the growth in the annual supply of scientists and technologists with university degrees is unlikely to amount to as much as 5 per cent per annum, that is probably less than half the present rate of growth. In relation to the educational system our findings suggest a conflict between patterns of personal preferences and social aspirations (working against the traditional sciences) and published evidence (2) as to the demand for more scientists and technologists. They raise deep issues of the balance of our educational effort and of the power of scientific studies (and the careers believed to lie beyond) to hold their attractiveness for boys and girls. The problem is international, though not universal, as is clear from our study of trends in some countries of continental Europe, America, and Australia, where very different educational systems are to be found. But finding a solution is a national concern, to be devised within the framework of our present pattern of education. In our view the facts given below deserve the fullest consideration and their implications merit public debate. The facts to which we draw attention and the remedies we suggest are in educational fields which are mainly outside the ambit of the Council for Scientific Policy. But, although it will fall mainly to parents and pupils, to the schools, to the local education authorities and to industry to take account of these wider considerations, we have judged it right to comment on these matters which underlie future policy on science and scientific manpower.

6. With the continuation of present trends universities will find themselves increasingly recruiting rather than selecting candidates in science and technology; and other sectors of higher education will have to make comparable efforts if their contribution to studies in these fields is not to decline further in relative importance. The likely overall shortage of candidates coming directly from school may offer increased possibilities for receiving mature students from employment, and for giving more attention to in-career courses for up-dating and re-orientation.

(2) Report on the 1965 Triennial Manpower Survey of Engineers, Technologists, Scientists and Technical Supporting Staff Cmnd. 3103. H.M.S.O. 1966.


[page 3]

7. Tighter competition for newly qualified manpower in the early 1970s could have restrictive effects on new developments dependent on graduates in specialised fields. Current trends in the United States in schools and universities show a similar inability to meet her needs for scientists and technologists. The American employer is likely to seek to be more active in, rather than to withdraw from, the United Kingdom manpower market. Graduates in other disciplines may be increasingly drawn into scientific and technological areas of industry. With the rapid growth of school population of 16-18 year olds, recruitment to teaching may feel the situation even more acutely. There is likely to be pressure for improved utilisation of engineers, technologists and scientists both in industry and education. We are glad to know that a Working Group on Utilisation has been established by the Committee on Manpower Resources for Science and Technology "to examine and report upon the use of engineers, technologists and scientists in employment and to consider what changes may be required to meet current and future developments".

8. A variety of factors, not all yet fully discerned, underlies the recent changes in our sixth forms; and no single measure would be likely by itself to restore the position before the movement away from science began. Our Enquiry began with the desire to correct the swing away from science in schools. This aim we now see subsumed within the wider objective of meeting the needs of the individual pupil for a rounded education. Our recommendations, which we summarise above, are measures which taken together could, we believe, help to restore growth of the study of science and technology to A level commensurate with the need for them, both on the part of the individual and of society. The opportunity to fill university places already provided for candidates in science and technology over the next five years by drawing more widely on the resources in the sixth form offers a challenge to experiment and change that is without precedent in the last two decades. In the longer term, the resumed growth of the relevant age-groups for university entry in the mid-1970s might be expected to restore, to some extent, numerical growth of the supply of scientific and technological manpower through the present specialist routes of the sixth form and university. But we are certain that, to ensure that this comes about, educators and employers together must find new ways of attracting, preparing, and employing this highly qualified manpower, based upon a better understanding of the motivation, abilities and interests that have given rise to these recent changes in the schools.

Progress Since the Interim Report

9. Since our Interim Report in February 1966, a great deal of additional statistical data has become available, extending the earlier time series and, through special studies, the detail and depth of information about the 'Advanced' level performances and destinations of school leavers. Our sources (set out in Annex A) include: the collection of data made available to us through the generous collaboration of the Universities Central Council on Admissions; the enquiry by the Royal Statistical Society in association with the University of Essex into the demand for higher education (3); the studies that were carried out for us by the Northern Universities' Joint Matriculation Board, and by the Association for Science Education; the

(3) See Annex G.


[page 4]

School Leavers Surveys, and the Curriculum Survey, initiated and carried out by the Department of Education and Science. We are fortunate in being the first to make substantial use of the data provided by the Curriculum Survey. Our statistics are now based firmly on individuals rather than subjects as we recommended in our Interim Report; and we would here acknowledge with gratitude our indebtedness to the Department of Education and Science and to the Scottish Education Department for their part in our work. We hope that statistics of education will continue to be developed to display the flow of individuals through the schools and higher education as a dynamic basis for policy formulation.

10. It must be recognised that even with data established and trends discerned the complete diagnosis of the factors bearing upon the choice or selection of individuals for or against science and technology remains uncertain. Side by side with remedial measures there is a need for further research and experiment. In our Interim Report we outlined some directions for work of particular relevance. The first stage in this has been completed, and we have drawn substantially on a review by Mr. J. R. Butler (4) of existing literature on factors bearing on choice of occupation. Work has also begun on the qualities making for effective school teaching in science and mathematics, as we proposed. But such work is necessarily long-term and, in our view, can only contribute in part to a solution. We recommend that further research should be pursued, on a broad front and with a comprehensive national strategy. We hope it might include study of the effects of experiment and reform, such as the work of the Nuffield Foundation or that which might arise following our recommendations.

Structure of the Report

11. The first part of the Report (Chapters II-V) brings together the evidence bearing on the question of a movement away from science in schools of this and other countries. The Scottish situation is described separately (Chapter IV) since the patterns of study in higher forms of schools differ significantly from those in England and Wales. On this evidence, and from what is currently known of the processes of choice and selection (outlined in Chapter VI) we suggest, in Chapter VII, possible reasons why the movement developed. Finally in Chapter VIII we discuss possible remedies and make recommendations.

12. Our study deals with the first stage of the flow of future engineering, scientific and technological manpower from school, through higher education, to employment. It thus complements the work of the Group on Manpower Parameters for Scientific Growth under Professor Michael Swann. We understand that the Report of this Group will be submitted shortly after our own. We strongly urge that the two Reports be considered together, and have prepared ours with this in mind. Policy for the future supply of scientists and technologists should be based on a clear understanding of this process of flow through the schools and higher education and of the interactions that can occur within the educational system and externally with employment. We hope that these Reports will help to advance the techniques of manpower policy.

(4) Occupational Choice: H.M.S.O.


[page 5]

Terminology and Definitions

13. Science, technology and engineering, with which our Enquiry is concerned, differ in scope when applied to work in school, university or employment. Our primary concern is with qualified manpower and we have adopted the definitions and terminology used by the Committee on Manpower Resources for Science and Technology as set out in Chapter II of their Report on the 1965 Triennial Survey (2). The Committee found it necessary to emphasise some important differences between science, engineering and technology. Of these subjects schools mainly teach the first elements of science. Universities and other institutions of higher education teach science, technology and engineering. From the point of view of the creation of pure knowledge and new understanding science is undoubtedly of first importance. In the short term, engineering and technology predominate as important influences in the creation of national wealth, whereas the influence of science is frequently of longer term. In some respects science is the servant of engineering and technology, in others it is their mentor.

14. The terms must also be translated into statistical categories. Schools deal primarily with science, and in Annex B we set out the subjects we mean when we speak of science (5) in this connection. For 'higher education' we have followed the lines laid down by the Robbins Committee and, in discussing science and technology in this connection, we use the definitions adopted for education statistics. In relation to qualified manpower we use the categories of qualifications defined for the Triennial Surveys. These are all given in Annex B. In discussing higher education and manpower, engineering disciplines are subsumed, for convenience, under the general term 'technology'. And, again for convenience, throughout the rest of this Report we use the generic term 'qualified manpower' to mean scientists, engineers and technologists.

15. We shall also have occasion to use two technical terms of qualified manpower policy; stock as meaning the number of engineers, technologists and scientists employed or available for employment at any one time; and supply, the annual additions to stock of individuals newly qualified. Other terms used in a technical sense are defined where they first appear.

(5) Unless otherwise stated, references to 'science' include mathematics throughout the Report.



[page 6]

CHAPTER II

STATISTICAL EVIDENCE: PUPILS, SUBJECTS AND COURSES IN ENGLAND AND WALES

16. Higher education, comprising for the purpose of this Enquiry the universities, colleges of education and advanced courses in further education institutions, receives pupils from a variety of sources and of varying age. Our first aim has been to document the main components in this flow, as the background for an examination of secular trends (paragraphs 17-20). Next, we examine those trends that are colloquially known as 'the swing away from science', and what is likely to happen if they continue (paragraphs 21-38). Finally, on the basis of an analysis of changes over time in the school population and in the nature of the sixth form (1), we attempt a statistical diagnosis of the swing (paragraphs 39-60).

I. Flow of Pupils into Higher Education

17. Figure 1 shows the movement of pupils from O level examinations in 1963 to entry into higher education in 1965. In many schools the science stream begins to emerge two years before O level or even earlier, but the O level examinations are the first point at which it is feasible to examine national trends. It is also the main gateway to a university, this route providing through the schools about 85 per cent of the university (2) intake in 1965. The balance came from further education (about 4 per cent), employment (about 5 per cent) and from overseas (about 6 per cent).

18. To set the science and technology stream within this picture, 38 per cent of the pupils on A level courses in the first year year of the sixth form form in 1964 were taking science subjects only; and 48 per cent of university(2) admissions in 1965 were in science and technology. The sixth form Science Group is almost the only source of the university intake in science and technology coming directly from school (in 1965-66, 95 per cent of the school leavers entering these faculties were from the Science Group (3)): it also provides entrants into medicine, dentistry and (to a much lesser extent) social studies.

19. This approach illustrates the importance of considering data on individuals rather than examinations, and of studying particular points in the stream in the context of the full flow picture. Pupils move through the system at different rates; some leave it for a while and return later, some continue their education part-time. Developments in educational provision or opportunity (such as the situation of vacant places in science and technology faculties in universities), the introduction of new examinations (such as the Certificate of Secondary Education), or alterations in entry requirements for higher education will cause disturbances in the system of which the effects on the pattern of flow may not be apparent for several years.

(1) Sixth forms often provide courses for pupils not intending to take A level examinations but, in general, the statistics we quote refer only to those on A level courses.

(2) Including the former Colleges of Advanced Technology.

(3) See Annex B for definitions.


[page 7]

FIGURE 1

FLlOW OF PUPILS THROUGH SCHOOLS AND INTO HIGHER EDUCATION: ENGLAND & WALES

(ILLUSTRATED BY DATA FOR POTENTIAL ENTRANTS STARTING FROM G.C.E. O LEVEL EXAMINATIONS IN 1963)

[click on the image for a larger version]

20. Compiling and using such flow diagrams present their difficulties. The statistical data available at the time of writing cover the greater part of the flow of qualified manpower. Extension and refinement of the data are still possible and desirable, but we would not expect the findings to be significantly affected. A flow diagram in which all the quantities were fully documented would be so out-of-date as to be of historical interest only. To be useful for policy, a blend of established data, estimation and projection is required. Projection has been possible for only one part of the stream, that relating to pupils on courses in the sixth form; but the findings are so clear-cut, and their implications so serious, as to demand immediate remedial action.


[page 8]

We have discerned no trends in other parts of the system that would by themselves significantly diminish these consequences.

II. The Swing Away from Science in the Schools

21. Recruitment to university science and technology faculties is virtually exclusively from that group of students in the Science Group (4) of the sixth form. Consequently attention has been focussed on this group in our search for information about individuals. The number of students in this Group (at the arrow point in Figure 1, for example) is the product of three factors each of which changes with time:

(i) the size of the population in the relevant age group (5):
(ii) the proportion of the population staying on into the sixth form;
(iii) the fraction of these who opt for the science sixth.
22. The underlying demographic trends show that we are moving from a quinquennium (6) during which the size of the age group which feeds the universities was rising to one where the size is falling. This is seen in the population of eighteen-year-olds in Figure 2. This decline has been more than offset by the growing tendencies to stay on at school and to aim at higher education. The proportion of the age group on first year A level courses in the sixth form rose steadily from 11.5 per cent in 1962 to 16.9 per cent in 1967, and is expected to continue to increase to about 21 per cent in 1971 (Figure 3, line a and Table 34, Annex C). Projections to the late 1970s of the numbers of sixteen- and eighteen-year-olds in school (Figure 4) show that further increase in the size of the sixth form is likely.

23. The proportion of A level pupils following science courses in the first year of the sixth form has declined steadily since 1962 (Figure 5, line c and Table 34, Annex C), while other groups (particularly the Mixed Group, taking both arts and science subjects) have grown. This is, in substance, the swing. The decline has been almost linear, from 42 per cent in 1962 to 31 per cent in 1967. On present trends, by 1971 only about one quarter of the A level students in the first year of the sixth form would be found in the Science Group.

24. The combined effect of these factors on numbers on A level courses in the sixth form is shown in Figure 6. Total numbers (curve a) increased from 1962 to 1967 (with a demographic inflection in 1964); similarly, steady growth was seen in the Mixed and Non-science Groups (curves d and b). But the Science Group, after increasing between 1962 and 1964 has since declined steadily from 40,000 pupils in 1964 to 36,500 in 1967 (curve c). That is a decline of 3,500 between these three years, while total numbers increased by over 9,000 (Table 1).

(4) Returns for pupils on A level courses in the sixth form distinguish the Science, Non-science and Mixed Groups, according to subjects of study. Full definitions of these Groups as referred to in the text and the Figures will be found in Annex BI(b).

(5) The concept of a relevant age group is further discussed in Annex C, Table 31.

(6) Used in the sense of university quinquennia i.e. the five yearly periods for which the financial allocations to the universities are generally agreed in advance, viz. 1962-63 to 1966-67, 1967-68 to 1971-72 etc. as marked in Figure 2.


[page 9]

TABLE 1

NUMBER OF PUPILS IN ALL SCHOOLS (1) IN FIRST YEAR OF THE SIXTH FORM ON A level COURSES: ACTUAL AND ESTIMATED

[click on the image for a larger version]


[page 10]

POPULATION OF 18 YEAR OLDS IN ENGLAND AND WALES
(AT JANUARY OF YEAR SHOWN)

FIGURE 2


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PROPORTION OF THE AGE GROUP
ON FIRST YEAR A LEVEL COURSES IN THE SIXTH FORM

FIGURE 3


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PUPILS IN SCHOOLS

FIGURE 4


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PROPORTION OF FIRST YEAR SIXTH
ON EACH TYPE OF A LEVEL COURSE

FIGURE 5


[page 14]

PROJECTIONS OF NUMBERS IN THE FIRST YEAR OF
THE SIXTH FORM STUDYING ON A LEVEL COURSES

FIGURE 6


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III. Future Consequences of the Swing

25. If the swing continues it will affect both the numbers of pupils coming forward for higher education in science and technology and, at a later stage when these pupils qualify, the growth of the total stock of scientists and technologists. The consequences for the annual supply of qualified manpower will be discussed in the Report of the Group under Professor Swann; we are concerned with the flow of pupils. Projections have been made of pupils on A level courses in the sixth form, based on two alternative estimates and given in Table 1 and Figure 6 (projections 1 and 2). These are based on the assumption that recent linear trends will continue. These linear trends are:

1. in the proportions of all students in the first year of the sixth form studying in each subject group (Figure 5 and Table 34 in Annex C);

2. in the proportions of the potential population on all courses and in each subject group (Figure 3 and Table 34 in Annex C).

26. On the less optimistic projection the numbers in the Science Group would fall from 40,000 in 1964 to 31,500 in 1971. At the same time the numbers in the Non-science Group would rise from 54,500 to 76,000 and in the Mixed Group from 12,500 to 27,000. Even on the more optimistic projection the size of the Science Group could not return to the 1967 level before 1971. These projections suggest that the total number of school children from whom students in university faculties of science and technology are traditionally drawn probably began to fall after the 1965 university entry, and that this downward trend may continue to the end of the quinquennium. If present entry requirements are maintained, throughout the quinquennium, universities are likely to continue to be faced with a dearth of suitably qualified candidates for science and technology, and a shortage of places in other subjects. And from 1968 employers seeking to recruit scientists and technologists from the universities may at best find little increase in the numbers qualifying, to the end of the quinquennium. There are other routes to higher qualifications in these fields (some of which we discuss below) but developments there are unlikely to alter this picture substantially.

IV. Where School Leavers Go

27. Pupils leaving school with A level passes may either continue in some form of full-time higher education or enter employment. Three quarters of the 85,000 leavers in 1965-66 with one pass or more entered universities, colleges of education, or further education institutions (Table 2). Universities drew mainly on the three or more A level group (taking 67 per cent of this group - see Table 3): but also took one fifth of those with two A levels, and a small number with one A level pass. Colleges of education were supplied mainly from the one and two A level groups. A third of the school leavers entering further education institutions with A level passes had three or more. The swing in schools has had effects in each sector, mainly in that recruitment to university faculties in science and technology consequent on a shortage of suitably qualified candidates has tended to diminish the proportion of school leavers with passes in science entering other sectors. This section discusses trends in universities and colleges of education,


[page 16]

and in entry into employment. Trends in further education are considered in the next section (V).

TABLE 2

MAIN DESTINATIONS OF SCHOOL LEAVERS (1) WITH A LEVEL PASSES IN 1965-66

I. Universities

28. The flow from sixth form to university is primarily regulated by the number and subjects of G.C.E. A level passes a candidate holds. Proportionately the highest intake to university from school leavers with two or more passes has been from the science specialist stream reflecting the shortage of suitably qualified candidates for places in science and technology faculties. Thus in 1965-66, when a detailed analysis was made of school leavers, (7) 31 per cent of science specialists (8) with 2 passes only entered university; and 79 per cent of those with three or more passes. The corresponding overall proportions were 20 per cent and 67 per cent (Table 3). Entry from the Mixed Group was least likely (15 per cent of those with 2 A levels, 55 per cent with 3 or more) but the proportions were higher where mathematics was one of the science subjects passed - probably in part a further consequence of the shortage of suitably qualified science specialists.

29. The limited specialisations on which science and technology faculties were able to draw emerges particularly clearly; 94 per cent of the entry came from the science specialist stream and 5 per cent from the mixed stream (Table 4). By contrast, social, administrative and business studies accepted significant numbers from all streams; and the arts and other disciplines generally showed a wider spectrum of intake compared with science and technology faculties. There was only a small crossover from the science specialist stream to arts and social science disciplines; and virtually none from

(7) A detailed analysis was also made of the 1964-65 School Leavers Survey; see Annex C Tables 46 and 47.

(8) See Annex B for definitions.


[page 17]

TABLE 3

SCHOOL LEAVERS IN 1965-66 ENTERING UNIVERSITY WITH 2 OR MORE A LEVEL PASSES (1)

the non-science stream to the scientific disciplines. The Mixed Group fed several disciplines with the majority entering non-science faculties.

30. The Fourth Report of the Universities Central Council on Admissions showed that the growth of total admissions to universities in Great Britain since 1962 has almost kept pace with the growth in number of students with two or more A level passes. But there has been a marked differential between the growth of entry to science and technology faculties and other faculties. Between 1962 and 1966 home entrants to arts and social studies faculties in universities in England and Wales increased by 58 per cent (Table 5). Slower growth was seen for science (34 per cent) and technology (35 per cent).


[page 18]

TABLE 4

SCHOOL LEAVERS (1) IN 1965-66 WITH 2 OR MORE A LEVEL PASSES ENTERING UNIVERSITY

(A) By SPECIALIST STREAM IN THE SCHOOL

(B) By UNIVERSITY DISCIPLINE ENTERED


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TABLE 5

ESTIMATED INITIAL HOME ENTRANTS TO UNIVERSITY (INCLUDING THE FORMER COLLEGES OF ADVANCED TECHNOLOGY) BY FACULTY

31. Accompanying this there has been a tendency towards acceptance of candidates for science and technology of lower grades of A level achievement than those applying for arts and social studies, although there is no evidence that this somewhat lower academic standard has been further lowered during the past few years below what the universities individually consider their minimum acceptable standard. Against this criterion, there has resulted a persistent dearth of suitably qualified candidates in science and to a lesser degree in technology and, conversely, an embarrassingly high number of well qualified candidates for arts and social studies. Although admission methods have been tautened to ensure that fewer of the well-qualified candidates slip through the net, the Fourth Report of the Universities Central Council on Admissions foresaw that this shortage of suitably qualified candidates who are scientifically inclined was unlikely to alter significantly in the next five years. Our analysis supports this view, on the same assumption that the recent trends and patterns of admission persist. There is, however, within this pattern of demand for science and technology places at university, some indication that technology has not been so badly placed as science.

32. A further consequence of this differential pressure for university places is a limited move towards switching a candidate between the subject of his first preference and of his final acceptance. In this the clearing house scheme and its later development by the U.C.C.A. machinery has proved invaluable. Without it the shortfall in entry into science and technology would have been significantly greater. These were the only fields of study in which candidates have consistently represented a higher proportion of admissions than of first preference applications (Figure 7) (9) But the extent to which switching takes

(9) It is not possible in the case of Scottish universities to assess the ease of admission in science and technology by the method used in Figure 7 because it has not been general practice in the past to record candidates' first preferences. As discussed in Chapter IV (paragraph 114) it would appear that the numbers of candidates in these subjects have remained buoyant in recent years in contrast with the situation in England and Wales.


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PROPORTION OF CANDIDATES FOR ENTRY TO UNIVERSITY APPLYING AND ADMITTED TO SCIENCE AND TECHNOLOGY FACULTIES

FIGURE 7


[page 21]

place between fields of study is relatively small. In 1964-65, only 2-3 per cent of the science acceptances and 1-2 per cent of the acceptances in technology were of applicants whose first preference had been for a non-science faculty other than medicine (U.C.C.A. Statistical Supplement 1964-65).

II. Colleges of Education

33. Between 1961 and 1965, 15 to 17 per cent of school leavers with one or more A level passes entered colleges of education each year (Table 6).

TABLE 6

SCHOOL LEAVERS WITH ONE OR MORE G.C.E. A LEVEL PASSES ENTERING COLLEGES OF EDUCATION (1)

Numerically, there has been a very substantial growth of the intake to colleges of education in recent years (Table 7) indicating the important contribution this flow may be expected to make to the supply and quality of teachers over the next few years. It is therefore a further cause for concern that the proportion of entrants who specialised in science subjects for G.C.E. A level, already small in 1961 - 16 per cent of total entry direct from school (that is, 1,300) - should have further diminished in 1965 to 13 per cent (that is 1,800), although numerically such students showed some increase. Arts specialists formed the bulk of entrants from schools; their predominance may in part have resulted from the more severe competition for entry into university on the arts side. Analysis of college entrants by the number of A level passes they held (Table 7) shows that a rather higher proportion of the science specialists had only one A level pass compared with the arts specialists, and a rather lower proportion held three A level passes. This again may reflect the relatively easier entry into university faculties in science and technology in recent years, compared with non-science faculties. Our projections would suggest that the availability of science specialists is unlikely to increase over the next few years, and that competition with other sectors of higher education for such pupils may become more acute.


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TABLE 7

SCHOOL LEAVERS ENTERING COLLEGES OF EDUCATION (1)

III. Employment

34. The flow into employment is important in considering sources of more candidates for science and technology. In many cases employment is only temporary, before taking up full-time education again. Some education institutions favour an interval of experience before a pupil continues his studies, particularly in engineering and technology. Moreover, some of those who enter permanent employment may in due course resume their studies in part-time or sandwich courses. In 1965-66, of 14,600 school leavers with 2 or more A level passes entering employment, 12,000 entered permanent employment. Of these 3,800 were science specialists, the majority of whom


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had passes in two subjects in lower grade combinations. (10) A further 1,500 entering permanent employment had passes in both science and non-science subjects.

V. Trends in Further Education

35. The flow of students in science and technology through further education has several strands (cf. Figure 1). Some students proceed to a technical college after O level to follow A level courses; and some of these become candidates for higher education in science and technology. Some A level students go to college to continue or extend their A level studies; or to proceed to full-time and sandwich courses, such as H.N.D., C.N.A.A. degree and other advanced courses. These courses also take students from such other routes as the O.N.C. and O.N.D. courses. (In Scotland H.N.D. courses are fed mainly from schools and from part-time O.N.C. courses.) There are also students who begin and complete their courses by part-time study. In some cases, notably engineering, they will find it more difficult in the future to reach professional status by this route. The flow from schools and between the various types of further education has not yet been charted and we hope that this deficiency will soon be rectified.

36. The large contribution by further education establishments to education in science and technology may be seen from Table 8. Over the whole range of courses, in November 1965 some 580,000 students (71 per cent) out of a total of 820,000 were studying science and technology, 93 per cent of them by part-time study. One-third of full-time students were studying science and technology and 84 per cent of the sandwich students. Some 44 per cent of all students following advanced courses were studying science and technology subjects, 80 per cent of them by part-time study.

37. We need to know whether the trends in the G.C.E. courses in the further education sector parallel those in the schools; and to what extent these courses are a source of candidates for higher education in science and technology. Examination of the data on students on G.C.E. A level courses shows that the trends in further education establishments have been parallel to those in schools. Within overall growth there has been a much greater increase in students on courses not including a science subject, compared with courses which do include these subjects (Table 9). Numbers of students following science courses grew from 1962 to 1965 by about 11 per cent; increases in other courses ranged from 20 per cent (part-time) day students) to nearly 120 per cent (full-time students). The flow of students with 2 or more A level passes from further education is not large, perhaps a little over one-tenth of the total university intake (cf. Figure 1). In 1965-66, this source accounted for 4 per cent of university entrants, 5 per cent of entrants to colleges of education and about 11 per cent of entrants to advanced courses within further education.

38. Advanced courses can roughly be defined as courses above the standard of G.C.E. A level. Estimated initial home entrants to such courses from all sources (not only from school) have risen by over 90 per

(10) Definition will be found in Annex E, footnote (1).


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TABLE 8

STUDENTS ON COURSES (1) IN FURTHER EDUCATION (OTHER THAN THOSE ON G.C.E. O AND A LEVEL COURSES) DISTINGUISHING THOSE FOLLOWING SCIENCE AND TECHNOLOGY COURSES: NOVEMBER 1965

[click on the image for a larger version]


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TABLE 9

STUDENTS ON G.C.E. A LEVEL COURSES IN FURTHER EDUCATION ESTABLISHMENTS

TABLE 10

ESTIMATED NUMBER OF INITIAL HOME ENTRANTS TO FULL-TIME COURSES (INCLUDING SANDWICH COURSES) IN FURTHER EDUCATION ESTABLISHMENTS (1)

cent from 1961 to 1965 (Table 10). Entrants to courses in science and technology rose by 75 per cent. Thus the proportion entering science and technology courses fell from 52 per cent to 47 per cent. This may have been due to a change away from science in advanced courses in further education similar to that seen in university entry.


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VI. Statistical Diagnosis

39. The aims of a statistical diagnosis of the movement away from science include these:

(i) to gauge the present strength and academic quality of the science stream, and the extent of the swing;
(ii) to throw light on pupils' preferences and motives, and on differences between boys and girls;
(iii) to examine possible sources of additional candidates in science and technology.
The statistical analysis is complex and this chapter sets out only the main features and conclusions based on the data and analysis in Annexes C, D and E.

I. The Science Stream

40. As a result of the increasing tendency to stay on at school the science stream is growing as a proportion of the age group (Figure 3, line c), though more slowly than other streams. Among boys, at least, it is dominant, strongly motivated and of high academic quality. It accounted for over 45 per cent of the boys on A level courses in the sixth form in 1967 (Table 32, Annex C); it has the lowest fall-off (11) rate in the sixth form (Table 11); and, among school leavers qualified for university entry, science specialists include the highest proportion of pupils with 3 or more A level passes (74 per cent of boys in 1965-66, Table 52 in Annex E). The more detailed analysis in Annex E shows that pupils with higher numbers of passes tend to get higher grades of pass.

41. Among girls the science stream is also distinguished by its motivation and ability (using the same criteria; Table 11 and Table 52 in Annex E) but attracts a far lower proportion of pupils on sixth form A level courses, less than a fifth of the total in the last three years (17 per cent in 1966-67, Table 33 in Annex C). In size of the relevant age group and in total number of O level passes boys and girls are comparable. But passes in science by girls account for only about 22 per cent of the total, compared with 42 per cent for boys (Table 39 in Annex C); and from O level onwards more girls are lost from science en route to higher education, compared with boys. This may be seen by comparing approximate ratios based on data for the period 1961-62 to 1964-65 (Table 12). We believe that some of the basic factors accounting for the minor place of science studies among girls are also responsible in part for the swing, particularly the absence of a sense of relevance to human and social problems and situations, and the apparently limited career prospects lying beyond qualification. There is need to attract a far greater proportion of girls to science and technology.

II. The Extent of the Swing in Schools

42. The swing must be seen in proportion and in perspective. As rough hypothetical indications of the effects to date we note that, had the Science

(11) The difference between the number in the second year of the sixth form and the number in the first year, one year earlier.


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TABLE 11

'FALL OFF' OF SIXTH FORM PUPILS FROM A LEVEL COURSES (1)

[click on the image for a larger version]


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TABLE 12

COMPARISON OF BOYS AND GIRLS FOLLOWING SCIENCE

Group in the sixth form maintained its 1961-62 position, about 15,000 more boys and perhaps 7,000 more girls would have passed through second year A level science courses between then and 1966-67. This deficiency somewhat exceeds the loss from the Science Group of pupils who left school at the end of the first year sixth form over the years 1962-66, which totalled nearly 9,500 boys and 5,000 girls (Table 11). Both quantities are small in relation to the total of 199,000 boys and girls who passed through the second year of a science course from 1961-62 to 1966-67.

43. Not all pupils on sixth form A level courses acquire the minimal 2 A level passes required for university entry, and the numerical loss at this point resulting from the swing would have been smaller. If the proportions of boys and girls among school leavers in 1960-61 who were science specialists with 3 or more passes (the number of passes that most school leavers entering university obtain) had been maintained over the following four years, almost 2,000 more boys and about 300 more girls would have been found in this group. Looking at it another way, the total vacant places in universities in science and technology for the period 1962-63 to 1965-66 was a little over 4,000; total admissions in science and technology in this period were about 64,000. Moreover candidates are lost to science and technology in ways unrelated to the swing; not all those admitted subsequently qualify. The figures published by the U.C.C.A. (Table L of the Supplement to the Fourth Report) would suggest that currently 1,500-2,000 students a year are for one reason or another lost from courses in science and technology.

44. Although the percentage loss of science and technology students has not, to date, been large the implications of the swing should not for this reason be underestimated. It is the most serious threat to science and technology in this country certainly since the last war and probably in this century. But its gravity lies in the deficiencies that will develop if present trends continue, rather than in the numerical consequences to date. The statistics do not argue for panic measures, which could do more harm than good. What is required is a sensitive reading and sympathetic interpretation of such signs as can be seen as to why some children, in all ranges of ability, find other studies more attractive, together with a steady and concerted attempt to interest these children in science, engineering and technology. The loss of potential scientists and technologists because of the swing has so far been small, but the trend contains a serious warning that must be heeded.


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III. The Nature of the Swing in Schools and Further Education

45. Our analysis of the swing in schools has focussed on statistics of pupils on A level courses in the sixth form, to illustrate the underlying effects of demography and the growing tendency to stay on at school. But to throw light on motivation other evidence must be considered: the pattern of subjects taken at G.C.E. O level; the changing structure and aims of the sixth form; trends in academic quality, in the pattern of subjects taken at A level, and in the A level qualifications held by school leavers.

(a) The Educational Base below the Sixth Form

46. More and more children in schools are attempting the G.C.E. O level examinations. For example, the proportion of the 16 year old age group attempting O level has risen from 28 per cent in 1961 to 35 per cent in 1966. Pass rates have been broadly maintained, and therefore in the schools, up to O level, the educational base for higher education is growing strongly. Mathematics, a key subject for our Enquiry, is prominent among the five most common subjects in which passes are obtained (12). In each year since 1962 these have been (in decreasing numerical order):

English language; Mathematics; English literature; French; Geography. A majority of school leavers in 1966 having five (13) or more O level passes had a pass in mathematics: 91 per cent of the boys (64,000), 65 per cent of the girls (40,500).

47. From 1954-55 to 1962-63 passes in the basic sciences (mathematics, physics, chemistry, biology) steadily increased as a proportion of all O level passes both for boys and girls (boys 29.8 per cent to 32.9 per cent; girls 17.7 per cent to 20.5 per cent. (12) Social sciences also showed steady though not spectacular growth among boys (8.7 per cent in 1959-60 to 9.2 per cent in 1962-63), but remained constant at 7.9 per cent for girls. Languages declined in this period (boys 35.6 per cent to 33.2 per cent, girls 44.3 per cent to 43.2 per cent) though other arts subjects and vocational subjects gained ground.

48. The swing is first seen in 1960-61 in the G.C.E. A level examination results, when passes in science subjects began to decline as a proportion of the total (see Figure 12 and the analysis in Annex D). This almost certainly reflected a pattern of choice of sixth form courses two years earlier; yet there were no corresponding indications of a swing at O level. Thus the study of these subjects was continuing to gain ground up to the fifth form in a period when, among those entering the sixth, a preference was growing for other subjects.

49. This buoyant growth of science studies up to O level (noted in our Interim Report) now appears to be giving way to a decline. Since 1963 the attempts and passes by boys in O level science subjects have shown a slight decline both absolutely and as a proportion of all subjects. This trend was, until 1965, partly compensated for by a steady increase in the number of attempts and passes by girls in these subjects but they also declined in 1966

(12) See Statistics of Education 1965, Part 3, Table 7.

(13) The minimum entrance requirements at O level for most of higher education.


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(Tables 36, 37 and 39 in Annex C). Interpretation of these data is complicated by the introduction of the Certificate of Secondary Education in 1965 and the movement may be partly related to switching of pupils from G.C.E. to C.S.E. examinations. If Grade I passes in the C.S.E. (14) are included the apparent downward trend in the proportion of passes obtained in science is to some extent reversed for boys though not for girls (Tables 38 and 39 in Annex C). The C.S.E. examinations are not yet sufficiently well established to permit firm conclusions to be drawn as to their future effect; we hope that the new examination will make a positive contribution to the future supply of suitably qualified candidates in science and technology for higher education. Nevertheless the decrease in the proportion of passes in science and mathematics at O level must cause concern as a sign of a lessening interest in these subjects even at this comparatively early stage. Because of its novelty the phenomenon should be closely watched as a possible indication that the consequences of disaffection with science and technology are moving even further down the school, among those who study science and mathematics for their general education as well as those who follow these subjects for their career.

(b) The Sixth Form

50. The nature of the sixth form has changed significantly in recent years. It has grown steadily (6 per cent per annum for boys and over 9 per cent for girls, from 1962 to 1967) despite decline in the size of the age group. But, within overall growth, the size of the third year sixth is falling (Table 35, Annex C). Boys continue to outnumber girls but the ratio on A level courses has fallen from 1.6 : 1 in 1962 to 1.4 : 1 in 1967 (based on Tables 32 and 33 in Annex C).

51. As well as fulfilling its traditional role of preparing pupils for higher education, the sixth form also serves a general educational purpose for some pupils - about 13,000 in 1966 following non A level courses beyond O level. Even among pupils on A level courses there is great variety of aim and motivation. Many pupils leave after one year: more than 11,500 in 1966, about 7 per cent of the boys and 15 per cent of the girls. Nor are all of those who attempt the G.C.E. A level examination aiming at higher education, as is apparent from the subjects studied.

52. The main changes in A level sixth form courses and subjects accompanying the swing have been as follows:

(i) In the G.C.E. A level examinations, for both boys and girls, the science group of subjects has grown least since 1960, although in 1966 this group still accounted for over half of the passes obtained by boys and almost a quarter of passes by girls. In each case the percentage increases were well below the average figure for all passes (boys, +41 per cent against +66 per cent; girls, +69 per cent against +106 per cent); mathematics, alone among the main science subjects, (i.e. mathematics, physics, chemistry and biology) increased more than the science group overall (boys +47 per cent,
(14) Grade I C.S.E. passes are generally accepted as being equivalent to a pass at O level.


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girls +81 per cent). From 1965 to 1966 there were numerical decreases in both entries and passes in the main science subjects (Table 13, and Tables 40 and 41 in Annex C).

(ii) The Mixed Group has grown most rapidly-by 130 per cent from 1962 to 1967. The Non-science Group increased by 67 per cent, the Science Group by 10 per cent.

(iii) Passes at G.C.E. A level in the social science group increased rapidly from 1960 to 1966, by 164 per cent for boys and 168 per cent for girls (Table 13). The increase in the proportion of passes

TABLE 13

G.C.E. A LEVEL, SUMMER EXAMINATIONS
(BASED ON TABLES 40 AND 41 IN ANNEX C)

obtained in the social sciences accounted for about half the ground lost by the basic sciences (biology, chemistry, physics, mathematics) in the G.C.E. examination results in this period.

(iv) Rapid growth of A level passes was also seen for vocational subjects (boys +504 per cent, girls +272 per cent) and for music, drama and visual arts (boys +175 per cent, girls +120 per cent, Table: 13). Growth of passes in languages and other arts was in general not very different from the overall increase.

(v) The number of A level passes in general studies has increased by over 300 per cent since 1960 (Table 13). Significant proportions of able pupils, among both science and arts specialists, obtained a pass in a general paper. Among school leavers in 1965-66, 26 per cent of boys (about 1,500) and 17 per cent of girls (about 250) obtaining 4 or more passes were science specialists with a pass in general studies and another 8 per cent of boys (about 500) and 36 per cent of girls (about 500) were arts specialists with a pass in general studies.

These changes are also reflected in the data for school leavers with passes at A level. The numbers of science specialists with 3 or more A levels rose on average at 8 per cent per annum and the numbers with 2 A levels at 10 per cent per annum between 1961-62 and 1964-65, that is more slowly than the


[page 32]

corresponding increases in all school leavers with 3 or more or 2 A levels (11 per cent and 14 per cent respectively). Science specialists with two A level passes decreased from 35 per cent of all those with two A levels in 1961-62 to 31 per cent in 1964-65; those with three or more A levels decreased from 51 per cent to 48 per cent of the total. Slow growth was also seen amongst science specialists obtaining one A level pass. Fastest growth was in science-cum-arts pupils with two A level passes (82 per cent from 1961-62 to 1964-65) and arts specialists with one A level pass (80 per cent). A full analysis is given in Tables 42 to 45 in Annex C.

53. It is important to know whether these changes in the sixth form and in the pattern of courses have resulted in dilution of its academic quality, or of the quality of the Science Group. Assessment of quality is partially subjective but applying the only available criterion, that of A level performance, there is no valid statistical evidence of a dilution in quality as shown by the A level passes held by school leavers. The evidence for this is set out in detail in Annex E. On the same criterion we find that the quality of the Science Group exceeds that of other Groups, and that this quality has been maintained in recent years. Of those formally qualified for university entry (2 or more passes), a higher proportion of science specialists (73 per cent in 1964-65) obtain 3 or more passes compared with arts specialists (58 per cent) or science-cum-arts pupils (64 per cent) (Table 51 in Annex E). But as a result of the swing science specialists form a declining proportion of school leavers.

54. The evidence from further education courses presents, on the face of it, close parallels with the movement in schools and universities. From a situation in 1962 when students on A level courses including science subjects predominated (22,300 of a total 38,900, or 57 per cent, Table 9), rapid growth of other courses had put these students in the minority in 1965 (47 per cent). A similar pattern is seen in advanced courses where entrants in science and technology formed a declining proportion of the total (less than half in 1965- 66, Table 10) although to that date the majority of students were in these fields (Table 8). Provision in further education is responsive to the demands both of pupils and of employers and, in part, changes at advanced course level may reflect, for example, the recent growth of business studies. But the general similarity with the situation in other sectors is striking, and there would appear to be no offsetting movement here towards science and technology.

55. To summarise, in the evidence on schools and further education, we see these indications:

(i) a reaction against the concentrated study of science subjects at A level;

(ii) a movement towards breadth of study, achieved by following both science and non-science subjects (perhaps with lessening regard for conventional boundaries of academic disciplines) or by combining general studies with specialisation in science or arts;

(iii) a rapidly growing interest in social sciences;

(iv) a growth of interest, somewhat less marked, in subjects of a cultural or practical nature, such as music and accounting and book-keeping.


[page 33]

We attach particular significance to the growing desire for breadth, a preference that has developed despite the fact (which if not known must surely have been guessed by many pupils and teachers) that the probability of entering university with passes in both science and non-science subjects was less than that for specialists in one or other group (Table 3). Admittedly the high fall-off rate at the end of the first year suggests that pupils in this Mixed Group are less likely to be aiming for higher education; and we do not know how far pupils entering this Group preferred, or were advised to do so. Specialist science studies in the sixth form presume a reasonable grounding earlier in the school often beginning at the third form (cf. paragraph 139). Pupils who did not positively opt at this stage to concentrate on science, but who later decided to enter the sixth form and aim at higher education, may well have found themselves not in a strong position to enter the science sixth. Early selection and rigorous preparation clearly have their successes, but necessarily make difficulties for the latecomer in the absence of specific remedial action. Under present arrangements those potential candidates in science and technology who seek to broaden their scientific studies in the sixth form by combining them with non-science subjects thereby reduce their chances of university entry.

(c) The Swing in University Entry

56. The major consequences of these developments for university entry have been a steady decline of entrants into science and technology faculties as a proportion of the total (from 45.9 per cent of admissions in 1962 to 40.6 per cent in 1966; cf. Figure 7 and U.C.C.A. Fourth Report) and rapid growth in social studies (from 11. 9 per cent in 1962 to 22.5 per cent in 1966; idem.). The pressure on social studies appears to come mainly from candidates with no A level qualification in science; of those leaving school in 1965-66 to enter university 80 per cent of the boys entering these faculties had no A level science passes and 67 per cent of the girls.

57. In paragraphs 29-32 we noted the limited extent to which science and technology faculties were able to draw on sixth form groups other than the science specialist. The impression that emerges is of a closely knit relationship between sixth form and university studies in science, finding expression in the requirements for university entry and in the school curriculum for the sixth, and even for lower forms. Where there is a surplus of applicants for available university places this system may be effective in selecting and preparing the academically most able candidates. But its constraints become more obvious in a situation of deficit. In part this is a 'mechanical' constraint. Some potential candidates follow O and A level courses that for one reason or another omit subjects required for university entry.

58. A more serious cleavage is between those who have and those who have not abandoned mathematics after O level. Dropping mathematics at this stage is the primary bar to movement into the physical sciences, engineering and technology in higher education from other courses in the sixth form. Analysis of the pattern of subject combinations of university entrants would suggest that an A level pass in mathematics is an implicit requirement for entry to study subjects in these fields. Even if the motivation were there, the


[page 34]

opportunities at present for remedying the deficiency at university are slight. The place of mathematics is a key factor in restoring flexibility to the present situation.

VII. More Candidates in Science and Technology

59. It is appropriate to consider at this point where additional candidates in science and technology might come from, even though this cannot be assessed in firm figures. As we look further back in the educational system the potential increases, but so also does the time before these pupils could contribute to the supply of scientists and technologists. We distinguish these levels:

(i) Potential university candidates with passes in science who do not enter science or technology faculties at a university. Here we note the 980 science specialists who entered non-science (excluding medicine) faculties at university (Table 49, Annex C); and the estimated 3,800 who entered permanent employment in 1965-66 (paragraph 34); also, in the same year, the further 2,000 or so boys and girls with passes in both science and other subjects who entered university in non-science faculties (from Table 49, Annex C), and the 1,500 who took permanent employment.

(ii) Students likely to qualify for university entry but who drop mathematics in the sixth form. Of the 23,800 boys leaving school and entering university in 1965-66, 22,800 (96 per cent) had an O level pass in mathematics; but only 12,100 (51 per cent) had a mathematics pass at A level. For the 10,400 girls the corresponding proportions were 90 per cent and 20 per cent. A pass in mathematics at O level may be an upper limit to the willingness of some pupils to study the subject. But we cannot regard it as a limit to the ability, particularly among potential university entrants, to follow with profit a course of mathematical study (albeit of a different kind from those now available). There is certainly scope here for great increase in the study of mathematics (and other sciences) in the sixth form, especially among girls.

(iii) Pupils who drop mathematics and other science subjects before reaching O level. Preliminary results from the study by the Royal Statistical Society suggest that about 5 per cent of the fifth form sample dropped mathematics before O level; additionally about one fifth did not show it among their O level subjects but may have been studying it for the C.S.E., or without intending to be examined. The corresponding figures for science were each around 10 per cent. These proportions (if nationally applicable) indicate that several thousand young people are effectively (and, in our view, unnecessarily) being allowed to decide against a career in science and technology before they reach the fifth form.

(iv) We are impressed by the evidence from Mr. Butler's study that the great majority of children show an early interest in scientific concepts. It appears that many children may well be lost to science and technology because early interests and curiosity are not fostered


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and nurtured. Excellent progress has been made in recent years in primary schools, to introduce mathematical and scientific concepts and to make these topics alive and interesting. We are inclined to the view that it is in the early years of secondary schooling that the greatest loss to future qualified manpower is taking place. We have no quantitative measure of this loss; but we would expect there to be significant numbers of potential scientists and technologists among the children who leave school each year without reaching O level (about 400,000 in recent years).
60. The swing has occurred during a period in which there has been remarkable progress in man's knowledge of the physical world. The exploration of the surface of Venus, deciphering the genetic code and the determination of the structure of complex molecules of vital importance, such as insulin, typify the excitement, and the sense of reaching ever further into the unknown. in science and technology today. In our view there is everything here to attract the imaginative mind and fire the curiosity of the young, and nothing justifies a movement away from these subjects in schools and higher education. Our review of the evidence has convinced us not only that the swing need not have occurred but, further, that there are within the population reserves of mathematical and scientific ability which if released could raise the supply of scientists and technologists to unprecedented levels and could greatly extend the role and utilisation of qualified manpower in the United Kingdom.




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CHAPTER III

EVIDENCE ON THE TEACHING ENVIRONMENT

61. It is widely held that factors in the school environment, the teachers and the facilities for teaching science and mathematics, and the way individual subjects are approached and presented, have a considerable bearing on the student's choice for or against science and technology. These factors are not as yet fully documented although the recent survey of the curriculum and the deployment of teachers in secondary schools initiated by the Department of Education and Science (the Curriculum Survey) has yielded a wealth of new information. Moreover, research workers who have examined this point have reached conflicting conclusions (1). How important these factors are in relation to others less readily documented, such as family background or informal sources of careers guidance, remains an open question. But it is important to set down the facts, so far as they are known, because a significant body of opinion holds that the swing results primarily from the quality of science teachers and teaching.

62. There are two aspects to this question. Of these, teaching considered as a demand on qualified manpower in competition with other sectors of the economy will be dealt with by Professor Swann's Group. The other, of

TABLE 14

FULL-TIME TEACHERS WITH QUALIFICATIONS IN PARTICULAR SUBJECT GROUPS, NOVEMBER 1965

ALL SECONDARY SCHOOLS IN THE SAMPLE

(1) Occupational Choice. J. R. Butler.


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particular concern for our Enquiry, is the teaching environment for science, that is the resources (time, teachers, technical supporting staff, facilities) devoted to the presentation of science in school. The most recent evidence on the teaching environment comes from the Curriculum Survey which sought information from a sample of 5 per cent of the maintained secondary modern schools and 10 per cent of other maintained secondary schools, direct grant grammar schools and independent secondary schools recognised as efficient in England and Wales open in January, 1965. (The Survey did not deal with primary schools.) The data represent the position in the schools in the autumn term, 1965. The response from the sample was 97 per cent. The relevant results of the Survey are tabulated in statistical form in Annex F (2).

63. In considering this evidence it must be borne in mind that a survey of this kind cannot deal with those aspects of teaching effectiveness which defy measurement. It cannot reveal the relationship between academic and teaching ability. It cannot reveal the effects upon the nature of the teaching force in science of the existence of alternative posts in further and higher education and in research and industry. The survey did not seek to identify the teaching of new or experimental curricula, nor the extent to which in-career refresher courses were used.

Teachers (3)

64. Teachers with a qualification or professional teacher training in science (4) formed over a quarter (28 per cent) of all full-time teachers (Table 14). Nearly one half (47 per cent) were graduates, a proportion equalled in arts and exceeded in languages (59 per cent) but not in geography and social studies (5) (41 per cent).

65. The proportion of teachers qualified in science with first-class honours degrees (4 per cent) was equalled only among those qualified in languages. Lower proportions were found in the other arts (2 per cent) and in geography and social studies (1 per cent). The average figure for all secondary schools was 3 per cent (Table 58, Annex F). (In comparing these proportions it must be remembered that higher proportions of first-class honours degrees are awarded in science than in arts, by a factor of 2-3 times.) The pattern of graduate teachers with second-class honours degrees was rather different;

(2) In all tables the maintained modern school sample has been included as double its actual size; graduate equivalent teachers have been included with graduates; non-maintained schools totals comprise the direct grant grammar and the independent secondary schools recognised as efficient.

(3) Although we deal in a separate chapter with the position in Scotland, it is perhaps worth noting at this point that in Scotland secondary teachers of mathematics and science (as indeed of all other academic subjects) are required to have a university degree or equivalent qualification in the subject as well as a course of teacher training. In England and Wales the requirement for all teachers is to have qualified teacher status, by the successful completion of a course of teacher training or on the strength of a university degree or other accepted academic qualification, though not necessarily in the subject or subjects they may subsequently teach.

(4) Teachers qualified in engineering and technology form only about 9 per cent of the total and teach some science, together with technical drawing, metalwork and woodwork.

(5) Categories are defined in Annex B.


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the lowest proportion were in science (17 per cent), in this case exceeded by geography and social studies (22 per cent) and well below the figures for other arts (26 per cent) and languages (33 per cent).

66. The age distribution showed that in all subjects a high proportion of those with first class honours degrees were approaching retirement. 47 per cent of science teachers with first-class honours degrees were over 50; but in the case of languages 50 per cent were over 50 (Table 62, Annex F). The age structure for those holding second-class honours degrees was however entirely different. Only 24 per cent were over 50 in science, and 23 per cent for languages. Particularly important is the finding that 40 per cent of science teachers with second-class honours were under 30 compared with 33 per cent for languages (Table 62, Annex F). This is far from discouraging and suggests that recent policies for the recruitment of young scientists into teaching have met with a measure of success. Nevertheless, the high proportion of those with the best degrees nearing retirement must be a source of concern for the future.

Science and Mathematics in the Curriculum

67. In all secondary schools included in the survey almost one-third (32 per cent) of teaching time was devoted to science and technical subjects (including technical drawing, metalwork and woodwork). The same proportion of teaching time was spent on languages and other arts subjects (excluding music and visual arts). Mathematics occupied 12 per cent of teaching time, almost as much as English (13 per cent) (Table 63, Annex F). The proportion of teaching time devoted to mathematics did not vary with year of course. But other science subjects taken together occupied an increasing proportion of teaching time from 8 per cent in the first three years of course to 22 per cent in years of course 6-8.

The Deployment of Teachers

68. The Curriculum Survey provides some evidence on the intensity of use of teachers with a qualification in science compared with those qualified in other subjects, and upon the amount of science teaching which was provided by teachers whose main qualification was in a non-science subject. Of all graduate teachers, those with a science degree were more fully occupied on their own or related subjects than other graduate teachers (Table 15, and Table 64 in Annex F); 93 per cent of graduates in science (including mathematics) taught some science, and spent 72 per cent of their time doing so. The highest figures on the arts side approached these; 91 per cent of language graduates (including English) taught languages for a total of 66 per cent of their time. But in other subjects groups (excluding technology, which is exceptional in that the graduates teach mainly science subjects) the proportions are considerably lower. Thus only 78 per cent of the graduates in arts other than languages (mainly history and theology) taught the subjects in their group, for a little over one half of their time.

69. A broadly similar pattern is seen in the use of non-graduate teachers, although a large proportion of the non-graduate teachers were trained in two subjects which fell into two different subject groups. Of the non-graduate


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TABLE 15

TUITION PROVIDED BY FULL-TIME TEACHERS IN THE SUBJECT GROUP IN WHICH THEY ARE QUALIFIED, NOVEMBER 1965

ALL SECONDARY SCHOOLS IN THE SAMPLE

[click on the image for a larger version]


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teachers (again excepting technology) those qualified in science were more likely to teach their subjects and spent higher proportions of their time doing so than other non-graduate teachers.

70. The grouping of subjects in these broad categories does not fully reveal the position in individual subjects, notably mathematics and English. In the maintained secondary schools, for example, only 3 per cent of the full-time teachers (graduate and non-graduate) who had stated mathematics as the sole subject of their qualification did not teach this subject. Included in the latter proportion are head teachers and deputy head teachers with mathematics qualifications. In English the situation is similar with only 8 per cent of those teachers who had stated English as the sole subject of qualification not teaching the subject. By comparison 20 per cent of full-time graduates and non-graduates stating history as their sole subject of qualification did not teach history.

71. Despite the fact that teachers with science qualifications were relatively more fully occupied in teaching their own subjects, substantial proportions of the teaching of science subjects were provided by teachers with no main qualification in the subject (Table 16). Just over one-third of mathematics

TABLE 16

PROPORTION OF TUITION IN SUBJECTS FROM TEACHERS WITHOUT QUALIFICATION IN THE SUBJECTS

ALL SECONDARY SCHOOLS IN THE SAMPLE

November 1965

[click on the image for a larger version]

teaching (36 per cent) was given by teachers with no qualification in mathematics and one-third of English teaching (34 per cent) was given by teachers without qualification in English. For physics, history and geography the proportions were about one-fifth; for chemistry and French about one-seventh.

72. The analysis in Table 16 relates to specific SUbjects. But physicists may teach chemistry, or chemists, biology; and the balance of science teaching by those without any qualifications in science is then somewhat less (Table 17). Despite this substitution a high proportion of mathematics teaching (27 per cent) was done by teachers without any science qualifications.

73. In all the subjects shown in Table 16 teaching by those not qualified in the subject occurred mainly in the earlier years of courses. In science subjects, particularly, there was a marked tendency to concentrate the available supply of science teachers on the later years of course (Table 18 and Table 65 in Annex F). To some extent this concentration was required by the


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TABLE 17

PROPORTION OF SCIENCE TEACHING FROM TEACHERS WITHOUT QUALIFICATIONS IN SCIENCE SUBJECT, NOVEMBER 1965

ALL SECONDARY SCHOOLS IN THE SAMPLE

pattern of the science curriculum (cf. paragraph 67). Moreover, most of the teaching in years 6-8 of secondary schools occurred in the maintained grammar and non-maintained schools; and these schools accounted for the majority of the science graduate teachers.

74. Even allowing for this there was a more marked tendency in science compared with, say, languages to deploy the academically more highly qualified teachers in the upper years of course. This is shown in Table 18, for example in the maintained grammar schools, where in the first year of course 80 per cent of language teaching was undertaken by graduates qualified in languages, compared with 89 per cent in the seventh year of course. In science teaching, graduates in science subjects accounted for 63 per cent of the tuition in science to the first year of course which increased to 93 per cent in the seventh year of course. If first and second class graduates only are considered, then the percentages for language teaching increase from 57 per cent in the first year of course to 70 per cent, whereas science teaching increased from 28 per cent to 50 per cent.

Type of School

75. We have made our analysis for all types of secondary school without distinction, as also for the statistics on pupils and subjects relating to the movement away from science. The figures vary, of course, for different types of school (Tables 58, 60, 63 and 64 in Annex F). Thus the Survey showed that the proportions of first and second class honours graduates in maintained and direct grant grammar schools and independent schools were between two and three times above the overall figures of 3 per cent and 21 per cent. There was little difference between types of school in the time devoted to science subjects but in the non-grammar maintained schools a much larger proportion of time was devoted to woodwork and metalwork than in other types of schools. In non-grammar maintained schools the proportion of time devoted to English was higher than that for mathematics; the converse was true in other types of school.

76. These statistics relate to the past. In the present situation of extensive re-organisation, when there are too few data to predict the effect of these changes on the study of science and mathematics, we decided not to pursue this aspect of the analysis in depth. The evidence from the Curriculum Survey


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TABLE 18

PERCENTAGE OF TUITION IN SCIENCE AND LANGUAGES RECEIVED FROM FULL-TIME GRADUATE TEACHERS QUALIFIED IN THE SUBJECT, NOVEMBER 1965

[click on the image for a larger version]

indicates a shortage of graduate teachers in science and particularly in mathematics and a tendency to concentrate graduate teaching resources in these subjects on the later years of course. We believe there is scope for considering (especially in the course of re-organisation) how existing resources may be more effectively used and deployed in teaching, particularly in seeking to ensure that the children in secondary schools come into early contact with up-to-date and attractive science teaching. We suggest further study might be made of this point.

Support for Science Teaching

77. Science teachers need technical supporting staff and equipment if they are to give of their best. To a greater extent than most other subjects,


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the teaching of science depends on practical work by the pupils and practical demonstrations by the teacher which, if they are to be successful, require much preparation and careful laboratory maintenance and supervision. Moreover, science teaching stands to benefit tremendously from the fuller exploitation of the developments of educational technology. We have found a great dearth of quantitative information that would allow an assessment of whether science teaching is adequately supported in these respects. Our impression, from the limited evidence available, is that much more could be done by these means to help the teacher to deploy his abilities and energies most effectively, and to make school science modern and attractive.

78. Preliminary results from the enquiry into technical support and facilities for science teaching, conducted by the Association for Science Education, suggest that provision of technician support may in many cases be insufficient. For example, in the maintained grammar schools which were included in the enquiry (38 per cent of such schools) there were 0.98 technicians for every 100 science periods (excluding mathematics) taught per week. It must be emphasised that we do not know what ratio of technical supporting staff is required to make the most effective use of science teachers. Nor have we been able to establish a norm of provision, actual or desirable. It appeared from the enquiry that the authorised technician establishments in schools were not generally known though there are believed to be considerable variations of practice among local education authorities. We are advised on the basis of provision by some authorities that a ratio of one technician per main science stream in school (up to, say, six streams, above which there might be economies of scale) might be considered reasonable and desirable. This might amount to the provision of approximately three technicians for every 100 science teaching periods per week (excluding mathematics) and it is clear from the enquiry that in the schools covered the provision fell far short of this.

79. The work of technicians in schools varies from simple care-taking, cleaning and washing up, to highly technical tasks (such as making equipment and preparing experiments) requiring suitable training. Unless the career structure offered to technicians makes full recognition of this range of jobs and skills, schools will not be able to attract the more able and better qualified technician in competition with other sectors of employment where the several functions and levels are recognised in the salary scales. And unless there is adequate technical support, teachers will have to use their own time to prepare experiments and demonstrations (as many do already). Experimental work may be poorly done, or not done at all. Yet a real appreciation of experimental method and evidence is essential in teaching science. It cannot be too strongly emphasised that inadequate or unsuccessful experimentation or demonstration is one of the influences most damaging to the esteem in which science (and the teachers) are held, particularly where new syllabuses (like the Nuffield schemes) are being tried out.

80. On the scale of provision of equipment and facilities we have no quantitative evidence. But we were left in no doubt by those from whom we received evidence that the present level of provision was not sufficient for extensive reform and up-dating of the science curriculum and that schools wishing to participate in curricular experiments and innovation faced very


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great difficulties in finding adequate funds. It is important to be able to make some assessment of the support given to science teachers and how much they might reasonably expect to have, and we hope that current studies of facilities and financing will, if necessary, be extended with these aims in view.

81. The developments of educational technology - for example films, programmed learning, closed circuit television - can help teaching in many ways. In the school they offer possibilities of keeping the syllabus alive and up-to-date with new material presented in attractive ways; of introducing new advances in science and technology; of disseminating widely the methods and ideas of the best teachers; and of using the teachers in 'teaching how to teach'. The teaching of science, and especially of mathematics, can gain immensely in these ways. We believe that the acute shortage of science teachers and the difficulties of release for in-service training, together with the need for wider study of mathematics and for making science more attractive for young people, justify further vigorous exploration of the possibilities of educational technology and continuing effort to see that they are realised in the schools.

In-service Training

82. There is in England and Wales a wide variety of provision for in-service training and refresher courses for teachers, from one year and one term courses to week-end, half-day, and evening courses and conferences. Many different organisations sponsor or provide these courses, including the Department of Education and Science (whose short courses are in the main conducted by H.M. Inspectorate), the local education authorities, universities, professional institutions and associations, and learned societies. In addition the Schools Council is encouraging teachers in many different ways to be increasingly involved in curriculum development. One year and one term mathematics courses at secondary level organised or sponsored by the Department were attended by about 174 teachers in 1966-67 and courses in science by about 79 teachers. In 1967, 302 mathematics teachers and 342 science teachers attended secondary level short courses run by local education authorities with the help of H.M. Inspectors. In particular subjects, in 1965, an estimated 500 teachers of biology out of a total of 4,000 attended courses in their fields, and perhaps ten per cent of all chemists in secondary schools have attended summer schools in chemical education (6). But, because of its diversity, the total extent of provision, much of which is by local education authorities, is at present unquantified. We welcome the enquiry now being made by the Department into the extent to which teachers attend courses.

83. There has been rapid growth in the opportunities for teachers to attend courses in recent years but present provision probably falls short of what would be desirable in view of current developments in the curriculum and the changing needs of schools. We have the strong impression that it falls short compared with the relative scale of provision in other countries. In the United States in-service courses for teachers have long been an established feature. In the fiscal year 1966 the National Science Foundation provided

(6) In-service Training for School Teachers of Science and Mathematics in England. Report of a conference convened by the Royal Society on 16th September 1965.


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about $37m (7) for programmes for secondary school teachers. In that year the teacher-participant group represented 20 per cent of the nation's science and mathematics teachers of grades 7-12 (8). In Scotland it is estimated that the great majority of science teachers and at least half the mathematics teachers have taken short in-service courses, a scale of participation made necessary by the recent extensive reform of the syllabuses in mathematics and science.

84. We conclude that present provision of courses in England and Wales falls far short of what will be required if the thorough-going revision of the approach and content of school science teaching which we recommend in Chapter VIII is to be realised. The main limitations to expansion are, at present, finance and the problem of releasing teachers to attend courses. This latter point presents schools and local education authorities with particular difficulty where teachers are in short supply, as in science and mathematics. But there also appear to be disincentives facing teachers wishing to attend courses. Although, on long courses, tuition is free and teachers receive travelling expenses, full maintenance grants are not normally paid to teachers attending courses away from home. Short courses often make inroads into the teacher's own time and holidays. Many teachers have been willing to take part, despite these demands. But the required expansion cannot rest solely upon this willingness, and we believe there is great scope for more flexible arrangements for courses and for teacher replacement, and for providing positive incentives.

Summary

85. The main points which emerge from this evidence on the teaching environment are as follows:

(i) the proportion of graduates among teachers qualified in science is exceeded only among teachers qualified in languages. The proportion holding first-class honours degrees is not exceeded in any other field. The proportion with second-class honours degrees is below that in arts, languages and social studies but the age structure suggests that in recent years proportionately more graduates have been recruited to science teaching than to teach non-science subjects.

(ii) Teachers qualified in science, and especially in mathematics, are relatively more fully occupied in teaching their own subjects compared with teachers qualified in non-science subjects. Nevertheless, substantial proportions of science teaching are done by teachers without science qualifications, in the case of mathematics over one quarter of the teaching.

(iii) There is a tendency to concentrate teachers qualified in science, and especially the academically more able, on the later years of course.

(iv) Such evidence as is available suggests that the provision of technical supporting staff may in many schools be less than adequate.

(7) Of which $23m were devoted to 457 summer institutes and conferences for 20,000 participants.

(8) Sixteenth Annual Report of the National Science Foundation.


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(v) The extent of in-service training in science in England and Wales falls far short of the practice in the United States, or of what may be deemed to be necessary to allow sufficiently rapid changes in curriculum.
86. In our view, this evidence does not justify an unequivocal conclusion that differences between the resources for, or the quality of, science teaching as compared with other subjects have been a uniquely important factor in the movement away from science in schools. But, more to the point, it does indicate a severe shortage of science teachers, especially of graduates, and the need for more in-service training and supporting facilities for science teachers. The shortage is particularly acute in mathematics. We were impressed by the tendency to concentrate the academically more able science teachers on the later years of course (and hence on pupils already committed to science) while at the same time critical decisions for or against science and technology (whether articulated or not) are made in the early years of school between the ages of 10 and 13. Much of the science teaching to which pupils are exposed in these crucial years would appear to be done by non-graduate teachers and to some extent by teachers not qualified in science. We recognise that academic and teaching ability do not necessarily go together and that in the early years of secondary school the emphasis should be first and foremost on good teaching. Moreover a degree of concentration of the most highly qualified science teachers on the later years of course is probably inevitable and finds encouragement in some cases by financial recognition (made in the graded post system of allowances) of the importance of preparing pupils for public examinations, especially at A level or Scholarship level. On the other hand, degree level concepts of a decade past are increasingly penetrating into the earlier years of school courses with the introduction of new science curricula; and the structure of parts of mathematics, physics and chemistry are such that good teaching at an earlier stage is perhaps more critical for the continuing interests and comprehension of the student than in some non-science subjects.

87. Given the primary consideration of good teaching in early years of course it is certainly desirable that those who teach science should themselves have studied the subject (not necessarily as their first qualification, but perhaps through sessional courses); and we see further possible advantage where this study was in a degree course. We believe there may well be a case for a greater degree of participation of the graduate scientist (either directly or as a member of a team) in the presentation and teaching of science in the early years of secondary school. We recognise the difficulties of re-deployment when the basic qualifications of the teachers in a given subject are so diverse, but we believe that in-service training (not necessarily restricted to the subject in which an initial qualification was gained) can introduce greater flexibility and help to ensure that the quality of science teaching given at the critical age of choice is the best that can be achieved with available resources.



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CHAPTER IV

THE PATTERN IN SCOTLAND

88. As indicated in Chapter I, our remit covers Scotland as well as England and Wales. But in order not to complicate an already complex picture by constant qualifications dealing with differences between the two educational systems, the preceding chapters have been written solely in English and Welsh terms. We now attempt to describe the main relevant differences between the situation in Scotland on the one hand and that in England and Wales on the other.

Demography and Staying on at School

89. The demographic picture (see Figure 8) is broadly similar to that for England and Wales. The 17-year-old age group, from which entrants to higher education are predominantly drawn, shows a peak of 96,700 in 1965 which by 1970 has declined to 76,000. Thereafter the rise is steady until the 1980s but the 1965 level is not expected to be attained in the foreseeable future.

90. However, the tendency for increasing numbers to remain at school after the statutory leaving age will rapidly mitigate the effects of the post-1947 decrease in the birth rate. Figure 9 shows that by 1968 the drop in the number of 17-year-olds at school will have been arrested and that by 1972 the 1965 peak will have been passed.

Increasing Numbers of Pupils in the Yearly Stages S.V and S.VI

91. The tendency for more pupils to stay on at school has increased the pool from which pupils are presented for school leaving qualifications. The following table shows the rise in the proportions of the relevant age groups entering years S.V, S.VI (the final two years of secondary school).

TABLE 19

S.V, S.VI PUPILS AS PERCENTAGES OF THE RELEVANT AGE GROUPS

EDUCATION AUTHORITY AND GRANT-AIDED SCHOOLS (1)

Main Differences in the Scottish and English School Systems

92. Before we go on to consider the subject preferences of the increasing numbers of Scottish pupils in the latter years of secondary schools, it is necessary to take account of the main differences between the two school systems. Essentially these are: a later age of transfer from the primary


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POPULATION OF 17 YEAR OLDS IN SCOTLAND
(AT JANUARY OF YEAR SHOWN)

FIGURE 8


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PUPILS IN SCHOOLS
AGE AND NUMBER AT JANUARY OF YEAR SHOWN
SCOTLAND

FIGURE 9


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school, and a certificate examination structure which reflects different traditions and ideals. The aim in certificate courses has been to provide a general unspecialised education for five years (up to the age of about 17), i.e. the majority of pupils study at least four or five subjects, covering a wide range, for the whole of their secondary school course. This course lasts at most six years, and it is common for pupils to complete their secondary education in five years, moving straight from the fifth year to higher education. The pivot of this system is the Higher grade (taken after five years in the secondary school, at a standard considerably above the G.C.E. O level, but below the G.C.E. A level). The influence of universities in helping to maintain the key position of the Higher grade and, with it, the traditional broad pattern of education in Scottish schools is of great importance. It is a requirement of the four older universities (which until 1964 were the only Scottish universities) that all candidates for admission should obtain four Higher grade passes (or three at a specified standard); that at least one Higher grade pass should be in each of two of the following groups - (1) English, (2) languages, (3) mathematics/science, and that there should be (at least) an Ordinary grade (taken after four years in the secondary school and equivalent in standard to the O level of the G.C.E.) pass in the third. The minimum entrance requirements for the newer Scottish universities entail a similar number of Higher grade passes and a similar spread in the total subjects presented; there is not, however, the same insistence on a spread of Higher grade passes over different groups. It is too early to say whether the differences in the minimum entrance requirements of the newer universities will affect the pattern of studies in the schools. For the present (although, as we note below, there have been considerable changes in the organisation of the curricula of Scottish schools in recent years) the basic pattern of the broadly based Scottish school course remains; and the reason for this lies, so we are informed, in the continuing belief among teachers and educationalists generally in the merits of the traditional system, reinforced by the entrance requirements of the universities.

Recent Developments Affecting the Examination Structure

93. The pre-eminence of the Higher grade has not remained unchallenged, and at different times alternative proposals have been canvassed but have always been rejected. In 1960 the Advisory Council on Education recommended the introduction of a certificate of sixth year studies with the primary purpose of providing a focus and objective for work in the sixth form; and in 1968 a new examination designed to achieve this is to be introduced. On the face of it there would seem at any rate a possibility that this new Certificate might come to supplant the Higher grade in course of time. If this were to happen, the relationship between the final year of school and the first years of university would clearly be altered, probably with the ultimate effect of increased specialisation at school. Educationalists in Scotland are clearly aware of this possibility as can be seen from the following statement in the Annual Report of the Scottish Education Department for 1966:

"The new Certificate is intended to supplement and not to replace the existing Certificates. The new examination is not an alternative to the Higher grade examination and the new Certificate is not being introduced with the intention that it should come to be regarded either by

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the universities or by the professions as a formal requirement for entrance."
We recognise the virtue of an examination to give additional point to sixth form study, but in view of the general tenor of our Report in regard to premature specialisation we strongly hope that the introduction of this new Certificate will not lead to pressure for a shift away from the traditional broad base of the secondary school course in Scotland.

94. In this connection it is perhaps relevant to note that although, as seen above, the influence of the universities on school leaving qualifications has been of great importance, the Scottish Certificate of Education Examination Board which conducts the leaving certificate examinations is not itself a university body. It is, rather, one on which there is wide representation of the major partners in the educational system - the schools, the universities, the education authorities, the Scottish Education Department, the colleges of education, etc. We would hope and expect that a widely representative body of this sort would be fully aware of all the implications of introducing certificate examinations in greater depth and able to guard against the risk of premature specialisation.

95. The change already made to the examination structure by the introduction of the Ordinary grade is of course not without significance. Before 1962 there were two grades of the certificate (the Higher, and the Lower which was of a standard between that of the Higher grade and the O level of the G.C.E.): both were taken in the fifth year and the only significant variation lay in the spreading of presentation on the Higher grade over the fifth and sixth years. Since the introduction of the Ordinary grade, it is by no means uncommon for presentation to be spread over three years. A candidate may, for example, take a number of subjects on the Ordinary grade in the fourth year, thereafter dropping some, continuing others to Higher grade in the fifth and/or sixth years, possibly adding further Ordinary grade subjects in the later years. This means that pupils are tending to get more certificate passes and in a wider range of subjects than was the case before 1962.

96. Another consequence of the introduction of the Ordinary grade examination has been that the change from a general course to one more closely related to pupils' individual interests and intentions now takes place at the beginning of the third year, a year earlier than was previously the case. At the same time there has been a considerable increase since 1962 in the number of subjects examined for the certificate; new subjects have been introduced, and what were previously composite subjects - science, commerce, technical subjects, homecraft - have been divided into separate branches. Thus the range of options available to pupils from the third year onwards has been increased. Moreover, following the recommendations of the Report of the Working Party on the Curriculum of the Senior Secondary School (1959) head teachers have been concerned to provide as much variety and flexibility in courses as their circumstances will allow.

The Secondary Course Still Broadly Based

97. Despite these developments, the general impression seems to be that there has been no fundamental change - for instance towards greater specialisation - in the course structure of Scottish schools. This impression was


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tested - and confirmed - by means of a 10 per cent sample survey of pupils carried out early in 1967.

98. The course content for each pupil was defined in terms of the subjects already presented at the H grade, and those for which presentation, other than to improve a grade already obtained, was intended. The science group was defined as science, engineering and mathematics, the non-science group as languages, history/geography and commerce and all other subjects, including English. English is an integral part of courses in the fifth and sixth years (it featured in the courses of all those participating in the survey) and it may, therefore, be thought a little misleading to take it into account in the determination of science/non-science groupings. However in order to get as close as possible to a comparison with the position in England and Wales the subject has been included.

99. The numbers and proportions of pupils whose course structure fell at or between the two extremes of completely science biased, completely non-science biased are shown in Table 20.

100. It is clear that the great majority of boys - in S.V, 431 out of 605 (71 per cent), and in S.VI, 417 out of 516 (81 per cent) were following science-cum-arts courses, and a very substantial group - indeed the largest single group (40 per cent in S. V and 52 per cent in S. VI) - were following genuinely balanced courses (row C). Among girls the weighting was towards non-science with the group taking only non-science subjects the largest both in S.V (59 per cent) and in S.VI (50 per cent).

101. It is, however, important to emphasise that the position is to some extent distorted by the fact that the non-science subject English is virtually a sine qua non. If English is left out of account altogether, the following picture emerges (Table 21). The effect of excluding English is, first, to exclude altogether those pupils who are studying only two subjects, one of which is English. The total number of S.VI pupils, for example, in Table 21 is 993 as compared with 1,238 in Table 20. Again the exclusion of English shifts the distribution between categories A to E towards the science end (for example a pupil studying English, mathematics, French and science appears in category C in Table 21 and in category D in Table 20). As can be seen from Table 21, although the majority of boys continue to be shown in science-cum-arts courses, the tendency is now distinctly towards science. With girls, however, the weighting is still clearly towards non-science.

102. Traditionally, girls appear always to have shown a strong preference for arts subjects. Moreover, there is a feature of the educational scene peculiar to Scotland which has made it possible for girls - but not for boys - to give up the study of mathematics and science at school and yet still go on to a course of higher education, in the three-year Diploma courses for primary teachers at colleges of education. Hitherto only girls have been permitted entry to these courses (boys were admitted for the first time in session 1967-68). The minimum entry standard is four O grades and two H grades, which is less stringent than the requirement for university entry in both the number and span of Higher grade subjects. A pass is necessary in English on the Higher


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TABLE 20

NUMBERS AND PERCENTAGES OF S.V AND S.VI PUPILS WITH THE COURSE STRUCTURES SHOWN
INCLUDING ENGLISH

[click on the image for a larger version]


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TABLE 21

NUMBERS AND PERCENTAGES OF S.V AND S.VI PUPILS WITH THE COURSE STRUCTURES SHOWN
EXCLUDING ENGLISH

[click on the image for a larger version]


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TABLE 22

PERCENTAGES OF TOTAL NUMBER OF S.IV, S.V AND S.VI PUPILS STUDYING CERTAIN SUBJECTS
EDUCATION AUTHORITY AND GRANT-AIDED SCHOOLS

[click on the image for a larger version]


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TABLE 22 - continued

[click on the image for a larger version]


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TABLE 22 - continued

[click on the image for a larger version]


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grade and in mathematics or arithmetic on either grade but there is no requirement about a science qualification. Accordingly this standard (bearing in mind that in Scotland candidates can be presented for and obtain O grade arithmetic without taking mathematics classes) has probably given further encouragement to girls to take a course involving subjects closely akin to English rather than one involving the whole spectrum.

Trends in Subject Preference

103. In the absence of any course structure data extending over a run of years, we have found it necessary to base our conclusions as to the swing towards or away from science in Scottish schools on an analysis of past trends of the numbers of pupils studying individual subjects in secondary years S.IV to VI. These are given in the preceding Table 22 as percentages of all pupils in the years concerned. The broad picture is one of a slight but steady decline between 1963 and 1967 in the percentage of pupils studying mathematics and science subjects, with the exceptions of biology and engineering. Generally the trend reflects the wider pattern of choice now open to pupils and the development of 'newer' subjects such as biology and commercial subjects, rather than any significant swing away from science subjects to the traditional arts subjects.

Stage to Which Mathematics is Studied

104. One of the Enquiry's concerns has been that termination of the study of mathematics at an elementary stage inevitably leaves those entering higher education with little alternative but to pursue studies in the non-science field. The curriculum in Scotland encourages pupils to study mathematics beyond the Ordinary grade; and the analysis of the Scottish course structure sample, together with a study of the qualifications of school leavers, suggests that a relatively high proportion of Scottish pupils obtained qualifications in mathematics. Table 23 gives the statistical basis for this assertion.

105. Moreover, some pupils who leave school with O grade mathematics enter courses leading to the award of the ONC or the HNC and subsequently take a science course in higher education. It is, therefore, of some relevance to consider numbers of school leavers with an O grade (but no H grade) pass in mathematics. Details are given in Table 24.

Curricular Developments Affecting Mathematics and Science

106. During the past decade there has been a very genuine realisation of the need to make the content of and approach to mathematics and science more attractive to pupils and of greater and more obvious relevance to the world around them. Work on the revision of the syllabuses in mathematics and science of the Scottish Certificate of Education examination was therefore begun in the early '60s and is now complete. In 1966 one quarter of the pupils presented for the Ordinary grade examination in physics and chemistry were following the alternative syllabuses, and this number was expected to increase to nearly two thirds in 1967; there were also several hundred candidates who


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TABLE 23 (1)

PERCENTAGES OF SCHOOL LEAVERS WITH 3 OR MORE HIGHER GRADES WHO POSSESS A HIGHER GRADE IN MATHEMATICS - 1966

TABLE 24

PERCENTAGES OF QUALIFIED SCHOOL LEAVERS WITH AN ORDINARY GRADE BUT NO HIGHER GRADE IN MATHEMATICS - 1966

were presented on the Higher grade on the alternative syllabuses. The progression to 1969 is expected to be as follows:

TABLE 25

PERCENTAGES OF CANDIDATES EXPECTED TO SIT ORDINARY GRADE EXAMINATIONS ON THE NEW SYLLABUSES IN PHYSICS AND CHEMISTRY


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The traditional syllabuses will be discontinued after the 1971 examination. In mathematics the first examination at Ordinary grade on the new syllabus will be set in 1968. An enquiry has shown that practically all the schools are adopting the new syllabus and that the following percentages of certificate candidates will be taking examinations on the new syllabus for mathematics at the Ordinary grade:

TABLE 26

PERCENTAGES OF CANDIDATES EXPECTED TO SIT ORDINARY GRADE EXAMINATIONS ON THE NEW SYLLABUS IN MATHEMATICS

Many candidates taking the Ordinary grade examination take the Higher grade a year later. The S.C.E. Examination Board has already decided to discontinue the old Ordinary grade syllabus after the examination of 1972 and the Higher grade in 1973.

107. The speed and comprehensiveness of the changeover to the new syllabuses in Scotland seems to us quite remarkable. It has been made possible because of the early lead given by the subject advisers to the Scottish Education Department (the Inspectors of Schools), the close liaison between the Department and teachers in curricular matters, and the existence of one examining body (until 1964 the Scottish Education Department itself and since then the Scottish Certificate of Education Examination Board, see paragraph 94). The advantages of this compact system can be seen in the way in which steps were taken to produce new textbooks for the new syllabuses. In the case of physics and chemistry, Inspectors of Schools played a major part in the development of the ideas (some of which were set out in Departmental memoranda of guidance) on which the new textbooks were based, but the actual textbooks were written by teachers and published commercially. In the case of mathematics, working parties of inspectors and teachers planned and then wrote the textbooks for the new syllabuses which the Scottish Education Department issued to the schools. These texts, revised by the teachers, are now also available commercially. With the support of the Scottish Education Department the colleges of education planned and executed a major programme of in-service training to familiarise teachers with the new approach to the subjects and the changes in the content of the syllabus. These have mainly taken the form of one or two-week vacation courses, but in some cases have been held in evenings and Saturday mornings over a period of two college terms. It is estimated that the great majority of science teachers have undertaken courses of this sort and that already about half the teachers of mathematics have done so. With the aid of an interest-free loan from the Scottish Education Department, the Scottish local authorities established a national Science Centre to develop and test the new science equipment necessary for the alternative syllabuses. This Centre also acts as an advisory service on the use of equipment and holds exhibitions in various parts of the country. It issues bulletins of a consumer-advice type which also contain practical suggestions for the benefit of teachers and technicians on how to


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construct apparatus and experiments. Since the introduction of the new syllabuses the Scottish Education Department has issued newsletters of a more general sort designed to keep science teachers up-to-date with new ideas and methods. In addition local science centres have been established by various education authorities (in, for example, converted huts and old schools) in which science teachers can meet for in-service courses and carry out experimental work related to the new syllabuses. The Scottish Education Department also commissioned and took an active part in the production of educational films designed to acquaint teachers (and a wider public of pupils and parents) with the content, aims and methods of the new science syllabuses.

108. Although the new syllabus in mathematics has many distinctive features, probably because of the traditional Scottish background in which it is set and because of the special interest of those who helped with its development, it is similar to many of the other new syllabuses in England and abroad particularly, perhaps, to the School Mathematics project emanating from Southampton. Although the experimental writing based on the syllabus was meant for the top 35-40 per cent of the ability range, it is quite clear that its influence is reaching very much further down the schools than this and is likely to affect, in a fundamental way, the method and content at all levels in the secondary school. The basis of the new Scottish syllabuses in physics and chemistry up to Ordinary grade is identical with that of the Nuffield syllabuses in England. In content there is also a fairly close similarity between the two, more marked, however, in physics than in chemistry. At present there is no English counterpart to the Higher grade syllabuses. This revision of the syllabuses is, in our view, of fundamental importance and it is in moves of this sort that the real hope of encouraging more pupils to study mathematics and science would seem to lie.

Pupils Gaining Qualifications for Entry to Higher Education

109. Corresponding to the trend for more pupils to remain at school beyond the statutory leaving age (see paragraph 90) the pool of those who leave school with qualifications for entry to higher education has also generally increased (Table 27).

110. With boys, the trend has been for the 'quality' of this pool, as measured by the proportion holding 5 H grades and more, to increase as well as its size. With girls however the position has remained relatively static. Of the 2,247 boys and girls entering the science and technology faculties of universities (cf. Table 30 following), 1,590 or 71 per cent had qualifications of at least 5 H grades. There are therefore some grounds for optimism concerning the numbers and proportions of able school leavers with subject passes in mathematics and science. The available data are however not sufficiently detailed to give quantitative support to this optimism in terms of the trends of recent years.

Destination of Qualified Leavers

111. Table 28 shows where pupils with various kinds of qualifications go when they leave school. It will be seen that of the boys with 3 and 4 H grades, 41 per cent go to university and of boys with 5 H grades and more, 92 per cent


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TABLE 27

SCHOOL LEAVERS WITH TWO HIGHER GRADES AND MORE

do so: the percentages for girls are smaller. The factor to which we have already drawn attention in paragraph 102 about only girls having in the past had the opportunity to enter general courses at colleges of education appears to have a marked effect on the destination of leavers in the 2 H grade group and the 3 and 4 H grade groups. (It has also probably influenced some of the girls leaving with qualifications in the 5 H and more group.) The possibility of entering colleges of education direct clearly gives girls greater opportunities to follow a course of higher education than boys. The reverse side of the coin can be seen in the much higher proportion of boys of the 2 H grade group and the 3 and 4 H grade group entering directly into employment.

School Leaving Qualifications by Subject Groupings

112. The subject group patterns for boys and girls are also strikingly different within the qualification groups (which is of course in general conformity with the course structure picture). The inclination with girls is heavily towards non-science while for boys the balanced science/non-science group predominates. Of those entering university 65 per cent (79 per cent of the boys and 42 per cent of the girls) had qualifications in two or more science subjects.

School Leaving Qualifications and University course Subjects

113. Because so many of Scottish school leavers possess qualifications in the balanced category, one does not expect to find - nor does one find - any radical switch between the subject bias at school and the bias of subjects studied at university. Table 30 gives a breakdown by subject content of school leaving qualifications and subject group of university course.


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TABLE 28

DESTINATIONS OF QUALIFIED LEAVERS - 1966

[click on the image for a larger version]


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TABLE 29

SCIENCE, NON-SCIENCE BIAS OF SCHOOL LEAVERS WITH THREE H GRADES AND MORE - PERCENTAGE OF ALL SCHOOL LEAVERS FALLING INTO THE CATEGORY SHOWN - 1966

University Places: Effect of the Broad Curriculum

114. Since the majority of Scottish school leavers going to university enter Scottish universities (forming about 70 per cent of the student population) it is reasonable to assume that trends in subject preferences in Scottish schools will be reflected, to a considerable extent, in the demand for places at Scottish universities. As far as we can judge on the evidence available from the Scottish universities, although (as in England and Wales) the pressure for places is greater in arts and social science than in science and technology, candidates are coming forward to fill the increasing number of science places at Scottish universities and opinion in the universities would appear to support the impression of a more buoyant situation in these subjects than has been the case in England and Wales. Our investigations on this point have brought to light a further advantage of the Scottish school and university system, viz., that Scottish school leavers tend to have a breadth of qualifications which would enable them to begin the study of a variety of subjects at university, while the structure of university courses makes it possible for a candidate to switch from the study of one subject at the end of the first or second year to another within the same faculty. The honours degree at a Scottish university extends over four years. Generally speaking the Scottish student begins his university course about six months younger than his English counterpart. Perhaps the critical differences between the traditional Scottish and the traditional English university honours degree from the point of view of this Report are (a) that admission to Scottish universities is primarily by faculty, and (b) that, as part of his course, a Scottish student is required to obtain passes


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TABLE 30

SCHOOL LEAVERS ENTERING UNIVERSITY WITH THREE H GRADES OR MORE - 1966

[click on the image for a larger version]


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in at least two subjects other than those of his honours group. These 'outside' subjects are normally taken in the first two years of a student's course. In the case of 'school' subjects - e.g. French, physics, mathematics - the standard is approximately that of an Advanced level pass at the General Certificate of Education. It is not uncommon for a student to decide during the first two years that his true bent lies with one of his 'outside' subjects, perhaps a new 'non-school' subject such as economics, psychology or biochemistry, and to switch to the study of this as his main honours subject. This means that the Scottish universities can afford to be less rigid in balancing places available in particular subjects with precise qualifications of the candidates seeking admission to a faculty. The flexibility of the Scottish system in seeing that a suitable place is found for all qualified applicants would perhaps be increased still further if all the Scottish universities participated in some form of clearing house arrangements.

Conclusion

115. The essential message of this Report as a whole is that although the numbers of pupils in England and Wales on A level courses in the sixth form have continued to rise absolutely since 1945, the proportion of pupils taking science subjects has begun to decline relative to the total number staying on at school; and that this is because the great bulk of the additional numbers staying on have opted either for arts biased subjects or a balanced science-cum-arts course. The main differences between the Scottish and English educational systems and in the methods of collecting statistics and in the time series for which these statistics are available make exact comparisons impossible. If there has been a swing from science to arts its magnitude is very much smaller than that noted for England and Wales. The important points about the situation in Scotland to which we would like to draw attention are:

(1) a determined national effort has been made over the past seven years to modernise the mathematics and science curricula in Scottish schools. This has already changed the content of science courses and revision of the mathematics syllabus is well under way; (paragraphs 106-108);

(2) generally speaking, Scottish pupils tend to keep their mathematics options open until the final year of school (cf. Tables 22 and 23);

(3) the proportion of Scottish school leavers entering university who possess at least 2 science subjects among their qualifications is high (about 65 per cent) (paragraph 112);

(4) the quantity of the school leavers who enter university science courses is high, in 1966 71 per cent had 5 H grades or more (paragraph 110);

(5) the traditionally broad base of the Scottish school and university system means that there is a substantial traditional science-cum-arts group in Scottish schools; (cf. Tables 20 and 21);

(6) as is the case in England and Wales, some decline in the proportion of pupils studying mathematics and science over the years 1963-66 can be discerned. However it may be assumed that as a result of the traditional Scottish system there will continue to be a substantial


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science-cum-arts group in Scottish schools. It is therefore unlikely that the decline which has been noted will result in such a serious flight away from mathematics and science in Scottish schools as has occurred in England and Wales;

(7) although there is pressure on places in arts and social studies at Scottish universities, this pressure is relatively less severe than in England and Wales. And, despite the increase in places in science and technology provided by the creation of additional technological universities in Scotland, there is no evidence of any serious shortfall in the filling of these places (paragraph 114).






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CHAPTER V

TRENDS IN SOME OTHER COUNTRIES

116. In attempting to diagnose the factors underlying the movement away from science and technology we wanted to know if the trend was confined to England and Wales or was to be seen elsewhere. Certainly there has been no comparable development in Scotland. In examining trends in other European countries we have had the benefit of the researches (1) of Dr. Celia Phillips of the London School of Economics. Dr. Phillips' comparisons cover England and Wales, the Netherlands, the Federal Republic of Germany, and France; countries chosen for the diversity of the educational systems they represent (2) but precluding thereby direct comparison of the statistical evidence. International comparisons of educational systems are difficult to make, and even when adequate statistics are available it does not follow that the comparisons which are possible are significant. For this reason we have confined our attention to salient features relevant for our Enquiry and to the broad question of a trend away from science.

117. At several points in the educational systems of the countries under study there are marked differences of scale. For example, in 1965, 55 per cent of the children in the relevant age group (3) in France were receiving secondary school education in schools providing a pre-university education (4); comparable figures were 25 per cent in England and Wales, and 15 per cent in the Federal Republic of Germany and the Netherlands. France achieves university entrance (5) for 8 per cent of the relevant age group, compared with 4-5 per cent for other European countries. However, graduation rates are so varied as largely to invalidate such comparisons; for example, six out of every seven undergraduates in Great Britain take a degree compared with one in four in France.

118. The comparisons show that England and Wales are exceptional in Western Europe in abandoning science and mathematics (and even languages) for a significant proportion of those in schools above the age of 15. In each of the other countries all pupils continue to study some science, mathematics and a language in the later years of course and are generally examined in these subjects. Courses differ in the amount of science offered but (with the exception of the Netherlands) there are no subject requirements for faculty entry apart from the holding of the higher certificate. Some linking of school and university subjects does occur and in France and the Federal Republic of Germany pupils with school qualifications in science are more likely to enter a science faculty than another. But changes in subject between school and

(1) Changes in Subject Choices at School and University; thesis for the Degree of Doctor of Philosophy at the University of London, by Celia Mary Phillips, May 1967; to be published.

(2) Sweden, which provides universal comprehensive education, was not included in Dr. Phillips' study because frequent changes in the period considered rendered the statistics on trends inadequate.

(3) The figures are taken at initial entry point viz. 11-12 years of age.

(4) Schools generally providing a pre-university education were taken to be (in 1965), Netherlands: Hogereburgerschool, Gymnasium and Lyceum; France: Collège d'education and Lycée; Federal Republic of Germany: Gymnasium; England and Wales: Grammar schools and Independent schools recognised as efficient.

(5) Based on faculty inscription, i.e., entry to full-time courses of British degree level.


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university are frequent enough for an expansion of science faculties to be theoretically a possibility without reorganisation at school level.

119. The contrasts between France on the one hand and England and Wales on the other are particularly significant. Nearly three-quarters (73 per cent) of all pupils in French schools in the first year of the baccalauréat in 1963-64 were following courses with a science bias (6), compared with 42 per cent of pupils in England and Wales (the comparable level was taken to be success in six or more O level subjects). The contrast was more marked for girls; 71 per cent in France, compared with 37 per cent in England and Wales. The drop-out rate from science courses is much smaller in England and Wales than in France. In France the rate in science is greater than in the arts, while the reverse is true in England and Wales. This would suggest that there is an inertial bias towards arts in England and Wales and towards science in France, and that only those with a natural proficiency towards science study the subject here.

120. In all countries except England and Wales the courses with a science bias are general in nature up to the end of school. They do not necessarily lead to the study of university science, whereas the probability of a science specialist in an English or Welsh school reading science or technology in a university is very high. In Western Europe, the proportion of university entrants taking science and technology is highest in Great Britain standing at 45 per cent in 1962-63 compared with 35 per cent in the Netherlands, 32 per cent (7) in France and 26 per cent in the German Federal Republic. In comparison with other European countries, the predominance of science and technology at the point of university entry in Great Britain is in marked contrast with the relatively narrow base at the secondary level from which candidates are drawn.

121. Both the Netherlands and Germany have shown the same relative trends against science in the universities as in England and Wales. In the Netherlands there has been strong growth of the social sciences between 1955 and 1965, related to similar developments in schools. In Germany the social sciences have declined relatively along with science and technology (8), while the proportion of students taking arts subjects at university grew steadily between 1956 and 1962. Only France has shown a growing proportion of university entrants in science over this period (1956-61) - which is hardly surprising in view of the very considerable school attainment in science-oriented courses and the capacity of the whole educational system to react quickly to central regulations.

122. Independent evidence from Australia (9) shows that since about 1961 there has been a relative trend away from science and technology in under-

(6) i.e., courses devoting substantially more time to science (other than mathematics) at the expense of arts subjects (generally fewer languages).

(7) Based on university faculty inscription and therefore effectively including the Grandes Écoles.

(8) Since 1962-63 there are signs of a halt in the relative decline of science and technology at university intake although the student population in these subjects has continued to fall relative to the total.

(9) See J. A. Allen, 'Scientists, Technologists and Technicians' from Royal Australian Chem. Inst.: 3rd National Convention, August 1966.


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graduate enrolments in Australian universities, corresponding closely to what is happening in England and Wales.

123. An analysis of trends in the United States must take account of the high retention rates and later specialisation compared with European educational systems. Of the 11-year-olds in 1957, 71 per cent stayed at school until they were 18, and 38 per cent became first-time college students. Relatively higher drop-out rates from this point onwards bring the proportions of the age groups graduating nearer to European standards. Subject matter enrolment data for secondary schools cannot be considered a very direct measurement of commitment to science and technology. Nevertheless developments at this level provide an essential base for expansion in these fields in higher education and it is significant that the study of science and mathematics in public high schools has gained ground, relative both to total school-age population and total enrolments. Between 1948-49 and 1962-63, enrolment in science courses increased by 104 per cent and in mathematics by 128 per cent. In the same period total enrolment in grades 9-12 increased by 86 per cent while the population aged 14-17 increased by only 44 per cent.

124. In higher education in the U.S. several trends are to be seen. Taken together degrees in science, technology and social sciences have formed a rising proportion of all degrees awarded at the bachelor's, master's and at the doctorate level. Within this overall growth, at the bachelor's level, degrees in mathematics more than doubled in proportion to the total degrees in all fields (1.5 to 3.9 per cent), social sciences increased moderately (12.6 to 16.19 per cent), and engineering decreased (8.5 to 6.6 per cent). All fields except engineering increased in absolute numbers. At the master's degree level, only in the physical sciences did the relative share of all fields decrease, and again all fields gained in absolute terms; and the same pattern is seen at the doctorate level, namely an absolute increase throughout with relative decline in the physical sciences. On balance it would appear that science and technology as a whole in the universities have continued to gain in absolute and in most relative terms and that the past decade has not seen a movement away from these subjects. Rather, in a period of rising attention to higher education in general there has been a strong concurrent interest in non-science fields.

125. In so far as these broad comparisons can be made to illuminate any basic principle, it is that success in expanding university science and technology courses must rest upon a broad and massive educational achievement sustained into the later stages of secondary education, which only France has succeeded in achieving in Western Europe in the last decade. The methods by which this has been done (in particular the institutional controls), and the implications for resources and deployment of teaching in the schools in that country obviously merit further study. And there is certainly more to be learned from continued study of the situation in other countries about the influence of the pattern of education on subject and occupational choice, and on the flow of manpower. For the present it is clear that the trends with time against scientific studies are general, and by no means confined to Western Europe, or even the Northern Hemisphere. It is therefore the more likely that they stem from very deep-seated causes relating to the nature of the appeal of science and technology to young people under many diverse educational and social conditions.


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CHAPTER VI

HOW INDIVIDUAL CHOICES ARE MADE

126. As a first stage in our examination of the problem of how decisions are made for or against science and technology we commissioned a critical review of existing studies on choice of occupation and subjects for study. The basic questions considered are:

(i) What is the nature of the process by which occupational choices are made?

(ii) What are the factors that influence the process, and how do they interact to bring about specific decisions?

127. Despite the need for further work on certain aspects of the problem, the conclusions (1) outline a framework of occupational choice which suggests directions along which appropriate action might be taken.

Terminology

128. The usage of terms like 'choice' and 'career' differs between different workers in this field. In our discussion we attempt to confine their use in the meanings given below:

Choice: referring to a decision resting primarily with the student;
Career: a person's course of employment through life;
Occupation: the general field or nature of a person's employment;
Employment or job: the specific post in which a person is or intends to be engaged.
These are not clear-cut or mutually exclusive categories. A pupil will probably begin to formulate an occupational choice by the time he leaves school but, if he proceeds to higher education, a decision on specific employment will in most cases not be made until his final year. His career will only be perceived when it is largely over but for many individuals a particular cast of ability or motivation, or the deliberate choice of a profession, may make apparent quite early what the career is likely to be.

129. These distinctions become important at the present time of rapid technological change and increasing mobility of manpower. During the careers of children now in school the pattern and content of jobs, in science and technology at least, are likely to change radically and to require from most individuals a readiness for change, for bringing their knowledge up-to-date, even for re-education, without precedent in their parents' experience. Education is not a process that ends abruptly on leaving school or university and it is mistaken to think that a young person enters upon his first job equipped thereby with knowledge and skills which will last him for life. The process of occupational choice remains extremely important to the individual and to society but we would urge that it should not necessarily be regarded as a unique and once-for-all commitment, and that it should in all its stages be as mature and informed as it is possible to make it. This is a responsibility of parents, teachers and employers as much as of the pupil.

(1) Occupational Choice: J. R. Butler.


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The Process of Occupational Choice

130. For most people, the choice of an occupation is the culmination of a process over time rather than a single unique event. During the process, the individual's experiences and choices of action predispose him towards choosing certain kinds of occupations, and limit or prohibit his choice of others. These experiences start early in life - in infancy, up-bringing and childhood - and continue even beyond the first job. Within this general framework, however, pupils differ considerably in the ways in which they make a choice and in the factors by which they are influenced. Some make a clear choice at an early age, and this determines their subsequent actions and decisions at various stages of their education. At the other extreme, some students have been shown to lack clear preference even on completion of a university course. Although there may be a substantial amount of revision and change before a stable choice finally emerges, pupils are able to make fewer major changes as they progress through school and university. The development of a stable pattern of interests, a growing awareness of the content and values of different kinds of work, and the limitations imposed by the choice of subjects for study, will all contribute towards making the process increasingly rigid and inflexible.

131. In the process of making choices, pupils usually become committed first to a broad field of work, and then to a particular job. Studies of the age at which the first crucial choices are reported to occur show a wide range of ages, but these findings must be treated with some caution. Although revisions in career concepts may frequently occur later, by age 15 or 16 a substantially irreversible commitment will have been made by most pupils to a science/non-science orientation. Science pupils seem to show an earlier vocational awareness than arts pupils, and they relate their subjects more specifically to eventual occupation.

132. The sequence is by no means clear cut, and evidence is lacking as to what pattern is a norm, and precisely how it is tied to chronological age. Moreover, we know little about the dynamic nature of the process, or about the relationship between interests, abilities and choices at successive ages. Nevertheless, the available evidence gives some insight into the earliest stages of commitment to a general field of work, and suggests the ages at which the introduction of measures to interest pupils in science are likely to have the maximum effects.

Factors Bearing on Choice

133. The factors which determine the process of choice can be identified in two groups. The first group includes all those variables which contribute to the uniqueness of human personality: characteristics of physique, temperament, intellectual endowment and sociability; patterns of upbringing and socialisation; experiences in the family and peer group; and so on. Although many of them are important in moulding levels of aspiration, in forming values and in contributing to educational achievement, they are to a large extent beyond direct control. Insofar as deep-seated psychological factors exert a more direct influence in predisposing pupils towards arts or science, the swing may be partly uncontrollable, and the effect of measures to reverse it may be diminished. There is some evidence, for example, that the nature


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and methods of science may be inherently attractive or repulsive to basic personality types.

134. There is, however, one set of personality traits which may be harnessed to good effect. Many studies have shown that fairly stable vocational interests begin to emerge at a young age; and that the great majority of children up to about 8 or 9 years of age show an interest in scientific concepts. At this stage it is not apparent that only a small minority will become engineers, technologists or scientists. That many do not do so appears to stem from neglect in fostering and nurturing early interests and curiosity. In all the stages leading to a higher qualification in science or technology the greatest numerical loss to qualified manpower undoubtedly occurs between the primary school and the sixth form. Measures to bring pupils into early contact with up-to-date, relevant and attractive teaching of science (particularly in the early years of secondary school) are likely to do much to counteract the swing.

135. The second group of factors which influence the process of choice is to be found in the structures of the various institutions with which the individual becomes involved during childhood and adolescence. In the course of his participation in these institutions, he is obliged to make a series of choices which are closely related to occupational choice, but they may not always be seen by him as career decisions carrying critical consequences. At school, for example, pupils make choices of O and A level courses of study which will limit the ultimate range of occupations from which they can choose, but it is an open question how far these particular decisions are themselves influenced by a pre-existing occupational choice. Key decisions may be made by the individual himself, or by other people on his behalf.

Choice and Selection as a Consequence of the Curriculum

136. We cannot escape the fact that much choice for or against science is a consequence of the structure of school courses and the nature of university entrance requirements. This is a point where action is feasible and likely to be particularly effective, and we give it particular attention.

137. It is generally accepted that university requirements exercise a powerful influence on the organisation of sixth form studies and on the use made in England and Wales of the G.C.E. Advanced level examinations wherever a school aspires to send its pupils to university. Many writers and reports have drawn attention to this: a (to us) striking illustration of this nexus is the close parallel between A level achievement and university entry (Annex E). The universities' requirements also extend to the Ordinary level of the G.C.E. How much further down the school they polarise the curriculum is still a matter for discussion and research. Four years ago the Robbins Committee noted the tendency to arrange for pupils to be examined in O subjects as early as possible with the result that the general education of many pupils was being restricted to the first four years of the secondary school course. Especially pertinent to our Enquiry was their finding that

"40 per cent of those reading arts subjects at universities took no science subjects (as distinct from mathematics) at Ordinary level, and over a third of those reading science took neither history nor geography

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at Ordinary level. Although subjects taken for examination do not always correspond to the whole range of subjects studied, these figures suggest strongly that, even at this level, there is in many schools an excessive narrowing of the area of study." (2)
138. Preliminary results from the enquiry by the Royal Statistical Society (described in Annex G) suggest that there has been no significant change since the Robbins Committee reported. Work has been concentrated so far on examining the hypothesis that the grouping of subjects followed by a pupil, commonly beginning two years before O level, exerts a directional limitation on the subjects taken at A level, on the type of higher education at which the pupil will aim, and for a university applicant, on the faculty to which he will apply. Data obtained in the pilot run and in the first stage of the full enquiry are consistent with this hypothesis, though it cannot be rigorously tested until the follow-up surveys are complete.

139. There have emerged, to date, three findings bearing significantly on the present issue:

(i) Most schools in the sample offered courses leading to O level subject combinations with a strong science bias (mathematics and two separate sciences). For the majority the latest point of entry to the course was two years before O level; for about one tenth of the schools it was four or five years below O level. Where courses with two or more languages were offered the timing was similar, or slightly earlier.

(ii) Analysis of O level subject combinations on a de facto basis (see section (iv) of Annex G) indicated that, of those fifth formers taking five or more O level subjects (nearly 90 per cent of the whole sample), over half (57 per cent) were taking combinations that effectively ruled out the study of science and technology in higher education as university entry requirements now stand. A little under 1/10th (7 per cent) of the group had effectively excluded the possibility of following arts or, in large measure, social sciences by concentrating on science; and the remaining 4/10th (36 per cent) had kept open the science/arts option.

About 5 per cent of the whole sample dropped mathematics before O level and in all nearly a quarter did not show mathematics among their O level subjects.

(iii) Given a set time to cover an O level course, pupils who were placed in a fast stream tended to begin specialisation a year younger.

140. These findings, and the hypotheses which embody them (if established), have far-reaching implications for the flow of candidates in science and technology. They suggest that the very processes by which able and highly motivated pupils are selected and prepared for a career in engineering, technology or science are at the same time restricting the sources below the fifth form from which these faculties can draw their applicants.

(2) Cmnd. 2154 (paragraph 201).


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141. Facing pupils with curricular options certainly plays an important part in helping to crystallise occupational aims and the choice of a discipline in higher education. It is equally certain that not all pupils appreciate the full implications of the options. The extent to which the decision records a process of choice as opposed to selection is not known though it is significant that a majority of children in the Royal Statistical Society enquiry indicated 'themselves' when asked who had guided them most in choosing the subjects they were studying in the fifth form.

142. Whichever influence is dominant we are convinced that, for the majority of pupils, limiting curricular decisions are taken too early. We set out our reasons for this in paragraphs 174-175 below. The problem of reform is a difficult one and there are certain aspects we would like to stress at this point:

(i) As has been seen from the international comparisons made in Chapter V the present system in England and Wales (but not in Scotland) goes much further than any other we have studied in exclusive specialisation, making inevitable the abandonment of mathematics in particular at an early age by most of those who wish to study non-scientific subjects in the sixth forms.

(ii) Part of the problem springs from the fragmentation that has occurred in the teaching of science into a number of separate and traditional disciplines, and their general isolation from one another and from other subjects studied at school. This pattern has persisted at a time when, at the frontiers of knowledge, such barriers are either breaking down or may be shown to be matters of convenience only. The present time is far more favourable to a unified approach to science teaching than, for example, before the full contribution of physics and chemistry to biology was appreciated, or the characteristics of matter, whether nuclear, atomic, molecular, or cosmological, could be seen as likely to become part of a consistent system. But with the need to convey to the pupil an appreciation of these inter-relationships within science, and between science, engineering and technology there is the further problem of maintaining a sense of the breadth and variety of the fields in which these disciplines are practised. To reduce the number of subjects on the science side while they are growing in the arts, social science and vocational studies could convey to some pupils faced with the choice an artificial impression of narrowness and concentration. Science must be presented in a unified and unfragmented way as an exciting activity relevant to human life and society. In this form it should be studied by all pupils up to O level and, we would suggest, by the majority of pupils until they leave school.

(iii) There is an obvious temptation to attempt to solve the problem of premature specialisation in schools by spinning out the educational process and adding a further year or more to the first degree course, but such a temptation should be resisted because it would short circuit the vital need to trim school and university curricula to the needs of twentieth century scholarship and national activity; this,


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of course, does not rule out the likelihood that it will prove necessary to increase the time devoted to the education of specialists, at the tertiary or post-tertiary stage, in the light of the accumulation of new knowledge and new understanding.

(iv) As we have noted earlier, what in the past had been selection by the universities of those applicants whom they wished to admit to study science and technology has for some universities become increasingly a problem of recruitment. It would be catastrophic for science if this challenge were met solely by the lowering of entrance standards. There is need for a wholesale review of the joint interaction of secondary school curricula and university entrance requirements and we recommend that this be undertaken periodically. Science and technology faculties may well find that, provided they are prepared to take a wide range of academic attainments as qualification for entrance and to teach many scientific subjects ab initio to able pupils who have had a much more general education, a very great opportunity can be forged out of an apparently serious situation.

(v) Although we would not wish to comment here on the Schools Council proposals (3), we are encouraged by the fact that the Council is already engaged in discussion with the Universities Standing Conference on University Entrance and that agreement has been reached, on educational grounds, on the desirability of reducing specialisation and making possible later choice, which we ourselves propose in Chapter VIII. We hope that this or other machinery can be made an effective instrument for achieving these objectives, and for the review we recommend above.

Systems of Guidance

143. In addition to the demands of the educational system, pupils come into contact with a number of people who offer advice or guidance about careers and, within the limits set by personality traits and the educational system, this no doubt exercises some influence in the determination of choices. Much is done in schools to assist pupils in making their choices. Most schools have a careers teacher and the majority of pupils come into contact with the Youth Employment Service and its Officers. It seems however from such studies as have been made that these sources of guidance may play a lesser part than might have been expected in helping pupils to make their choices, particularly when compared with the influence of parents, friends and other acquaintances. Much might be achieved by aiming more guidance at parents and less directly at pupils.

Summary

144. From this review it is clear that the swing away from science can arise from a complex variety of factors, and that no single remedy is likely to redress the balance. We are faced with a situation where we are clearly

(3) Some Further Proposals for Sixth Form Work; Schools Council Working Paper No. 16.


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deficient in teaching resources but there is no statistical evidence that the academic quality of the resources we have is significantly worse than in subjects of growing popularity. We have a difficult problem of curriculum organisation in that, whether or not it is desired by the pupil, choice is required at an early age, and traditional attitudes to sixth form work and university entrance requirements have led to specialisation to an extent without parallel in other countries. We strongly suspect (but at this stage it can be no more than a suspicion) that the root causes may lie more deeply in the individual, in the attractiveness and relevance of science as it is widely presented in the middle stages of secondary education, and in the beliefs (whether or not borne out in fact) about the kinds of career which lie ahead in science and technology. If these suspicions are well founded, then it seems to us that the arguments for looking broadly and fully at the relative intellectual appeal of scientific studies, and at the image of the scientific or technological career as seen through the eyes of young people, are very strong.




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CHAPTER VII

DIAGNOSIS OF THE TREND AWAY FROM SCIENCE, ENGINEERING AND TECHNOLOGY

145. Science, engineering and technology gained ground in school and higher education from about 1945 to the late 'fifties. The reasons suggested for this include

    the promise of discovery, progress and excitement associated with science courses, and the prospect of growing control over the environment by the spectacular advances of research and technological innovation;
  • the prestige of obtaining a university place in science or technology, allied perhaps with the greater possibility of an uninterrupted career thereafter;
  • the emphasis in statements of public policy on the shortage of engineers and scientists, with consequent prospects of better careers in these subjects.
146. Any set of hypotheses for the movement away from science and technology must take account of this earlier growth in popularity and the underlying factors. None has changed radically since that time but the intervening period has been marked by great increases in opportunity both in school and higher education to follow attractive new studies outside the traditional arts and sciences. Science and technology have lost some of their drawing power, for students throughout the whole range of ability. Scientists and technologists must now be recruited rather than selected.

147. From our analysis of the evidence we are convinced that no single factor can account for this decline, nor can a final and unequivocal explanation be given. We set out below what we believe to be the main factors, as a basis for discussion and as indicating the breadth and variety of action required to counteract the movement.

Science in School and Higher Education

148. We believe that some pupils, and in particular able students unwilling to commit themselves at an age when the curriculum requires them to do so, are deterred by the apparent rigour and unattractiveness of science in school, by what has been described as its grammarian approach. The impact made on the student by his first contact with science in the secondary school is crucially important, especially if it happens at about the time he is required to make curricular decisions with career implications. When science is unimaginative in presentation, and its essential qualities are shrouded in heavily factual content; when it seems far removed from human affairs and without roots in contemporary technological achievements such as space travel, or the transistor; when there is a body of received knowledge to be acquired before speculation and imagination can be given free reign; then curiosity and enthusiasm will surely be quenched. We are convinced there is an urgent need to look afresh at the science curriculum and at the ways in which curriculum reform and syllabus revision come about.


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149. The study of science requires intellectual rigour; indeed it is one of the cardinal characteristics which distinguish it from mere speculation and experiment. For the gifted pupil this can be a positive attraction. But most young people are now able to choose apparently less rigorous alternatives and have to be encouraged, if not persuaded, to face the discipline of science. It is most important not to equate intellectual rigour with excessive reliance upon long periods of routine experiment, upon reiterated formal exercises based on elementary theory, and upon the committing to memory of large quantities of factual information which can readily be derived from basic principles. This applies as much at university as at school. The reputation of university courses among students percolates back to the school. Courses calling for long hours of factual accumulation and practical work will inevitably appear less attractive than others offering more immediately apparent intellectual challenge and stimulus, and the opportunity for self-expression and debate between students and teacher on equal standing. Every opportunity should be taken in teaching science and technology to engage the pupil directly and personally in the work, for example in projects for which he has responsibility.

150. We suspect that scientific studies in schools may be suffering from the after-effects of the intense competition for university places in science and technology which characterised the 1950s, and from strait jacket effects of the G.C.E. examinations and university entry requirements. Preoccupation with scholastic aims may well have hindered pupils from discovering that science is imaginative controlled curiosity and that technology is the creative application of scientific principles. Few students can be aware at this stage of the extent to which science ultimately unifies knowledge and makes learning easier by giving a structural framework of concepts that brings diverse facts into relationship; even fewer can appreciate the blend of practicality and creativity to serve social purposes that characterise engineering and technology. A. N. Whitehead wrote (1): "Youth is imaginative and has but slight experience and those who are experienced have feeble imagination. The task is to weld together imagination and experience." He urged that universities (and pari passu all educational institutions) should "preserve the connection between knowledge and a zest for life by uniting the young and the old in the imaginative consideration of learning - which transforms knowledge." May not this vision be more apparent in the fields outside science and technology, and likely to appeal more at an earlier stage in the choice process, when less accommodation has been made with reality?

Science and Technology in Society

151. For many young people science, engineering and technology seem out of touch with human and social affairs. It is significant that biological and medical studies have not suffered the decline of the physical sciences: and part of the attraction of the social sciences is that they deal with people and with society. The objectivity of science and the purposefulness of technology have become identified, for some, with insensitivity and indifference.

(1) The Aims of Education.


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152. Are science and technology too materialistic? The young are idealistic and the fruits of science, at least as they appear to some laymen, pose more problems, ethical and moral, than they offer solutions. Successful innovations in engineering and technology come to be taken for granted and pass into the environment; failures and disasters are remembered. Where success is recognised, material progress, for many young people, may seem to be irrelevant to current moral issues, if not an actual affront to widespread poverty and suffering. Clearly it would be desirable to establish whether there is real repugnance in the minds of many young people to the harder and more materialistic manifestations of science and technology, or to the acute and unprecedented moral problems to which the consequences of science give rise.

Desire for Breadth

153. The rapid growth of the Mixed Group, the spread of general studies among science specialists, and the popularity of subjects such as economics and geography which have both quantitative and qualitative aspects, are evidence of a reaction against a narrow concentration of studies in a particular field, and of a desire to bridge the extremes of specialisation that have developed in school. This is hardly surprising; given the chance, students will follow subjects they like and can do. It may be evidence that the gulf between the 'two cultures' is a consequence, not a cause, of the curricular problems we have discussed in Chapter VI. For the immediate situation where science specialists are short, the Mixed Group merits careful consideration as an additional source of candidates. In the longer term, courses in science and technology in schools and higher education will have to recognise and satisfy this urge for a broader approach.

Career Prospects

154. How much do pupils know of the employment open to them after obtaining a higher qualification? Are they attracted by a high starting salary or rapid promotion; or do the aims and nature of the work tell more with them? Evidence on these points is incomplete and difficult to assess. Such work as has been done confirms our impression that informal sources of information (including inevitably some bias) may be more important than the formal. First impressions received from somewhat older pupils are probably very important. If studying science and technology is said to be disappointing, or the opinion is conveyed that the hopes of getting ahead as a scientist or engineer are not bright, this can have considerable influence on younger students.

155. Students at all stages would appear to know relatively little about the real nature of employment. A great deal of careers advice flows towards the sixth former from masters and parents, Youth Employment Officers, universities and professional bodies; but how much of it reaches him and is comprehensible, and to what extent it conveys the real flavour of a job and the extent of opportunities, is open to question. For industry, impressions from family friends or television probably make most impact. For school teaching, students will probably tend to extrapolate their own school experiences as a guide. For academic life the impression filtering back from former school


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fellows is likely to be that a career in research is the only worthwhile outcome of a scientific degree. This is unlikely to attract the student who is not deeply committed to science or who does not rate his chances of academic distinction highly. We suggest that these factors may combine to present, with some justification, a less attractive range of opportunities in science and technology than may seem to be open to those graduating in other disciplines.

156. Managerial studies have attracted the attention of an increasing number of young people, and the thought has been generated that if they concern themselves with economics, social studies and mathematics they will qualify for well-paid managerial posts within a few years of graduation. At the same time there is an awareness that the transition from scientific posts to the management side generally comes much later and is much less easy. In our view it is both in the interest of the individual and in keeping with the consequences of technological change that science and technology should increasingly become a route to management; and that quite early in his career, the scientist or technologist should be able to move to a managerial or administrative post. A broad base of study in the sixth form and higher education, including some early study of economics, together with appropriate post-experience training, would facilitate this transition. The desire for breadth in school, and the growing interest in economics and social studies, are in accord with the longer-term interests of the individual and of his employer.

The Teaching Environment

157. Many hold that the quality of science teaching has been the main cause of the swing. They would argue that if the recent decline in the proportion of new graduates (especially the academically more able) in science and mathematics entering teaching were to continue, the movement away from science would further diminish the number and quality of science graduates in the next generation available to the schools. But we have found no clear cut evidence either that academic and teaching ability go together or that the choice of pupils is predominantly determined by either or both of the qualities in his teachers. Until more significant work has been carried out in this field the notion that children will prefer those subjects in which, other things being equal, their teachers are academically qualified, must remain as a plausible but subjective opinion.

158. Nevertheless there are indisputable signs of an acute shortage of graduate scientists in schools at present, particularly in mathematics, in the intensive use of science and mathematics graduate teachers in schools compared with those in other disciplines, and in the extent to which these subjects are taught by teachers whose main subject of qualification is in other fields. The age distribution of science and mathematics graduate teachers, taken with the decline in recent years in the proportion holding first class honours degrees, reinforces this view; and over the last decade the total number of graduate teachers in science has grown more slowly than the size of the 15+ age group in schools. In these terms the shortage may well have grown more acute in recent years. The data will be analysed in greater detail in the Report of the Working Group on Manpower Parameters. We concur with


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the Group in the finding that there is at present an acute shortage which is likely to intensify if recruitment is not immediately improved.

159. We would accept that the quality of science teaching may have been a factor in the swing; but to establish this conclusively would require much further research and we regard it as more profitable to focus on the means for increasing recruitment of science graduates and of helping to make more effective use of existing teaching resources. In our view the ways in which existing resources are used and possible improvements in the quality of science teaching are as important as increasing recruitment and offer greater possibilities in the short-term of counteracting the movement away from science.

We would suggest consideration of these points:

(a) Is the influence of the graduate science teacher sufficiently felt in the early years of the school course? There is frequently a link between enthusiasm for a subject and academic ability in that subject; enthusiasm that can be communicated to others. We suggest that, directly or indirectly, graduate science teachers should participate more fully in the presentation of science to younger pupils particularly at the ages of critical choice.

(b) Does the science teacher get the support he needs from technicians, laboratory facilities and from developments in educational technology? Our evidence (paragraph 78) suggests that the provision of technicians is probably well below what might be considered desirable, say one technician per main science stream.

(c) Could local resources outside the school, people or equipment in other schools, in universities or in industry, be drawn upon more extensively in presenting science and technology to children?

(d) By the nature of the subject all teachers of science are faced with particular problems of keeping up-to-date, often in the absence of positive incentives or sufficient opportunity. Do science teachers receive the up-dating and refresher courses that they need? There is growing recognition of the need though in our view not yet on a scale or with a determination that matches up to that need. Ways must be found of helping teachers to participate even if it means a change in the way courses are now provided. Only the most up-to-date teaching can convey to the open-minded student the challenge and significance of science and technology and show how the latest manifestations interact with everyday life.

(e) Is the fullest opportunity taken of conveying a sense of the aims and relevance of science and technology in teaching other subjects, such as English and history? Science subjects in schools tend to be regarded as a specialised and separate part of the curriculum, the very antithesis to the effects of science and technology on society. To some extent we suspect that this separateness, particularly in mathematics, may relate to the way the subject was presented to the graduate teacher in his degree course. Much more could be done to bring out the relevance of science, mathematics and technology throughout the school curriculum.


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We recognise that we are posing, not answering, questions on matters outside our direct, current experience; but as we look at these problems from our standpoint we feel obliged to commend them for reappraisal to the teaching profession and to those who administer education.

University Entry Requirements

160. There has been growing flexibility during recent years in the requirements for university intake in science and technology. To some extent this has been prompted by the aim of simplifying and liberalising the admission procedures, and in response to the changing patterns of presentation from the schools. The shortage of suitably qualified candidates has been and will continue to be a further factor. Our impression is that the pattern of entry requirements, and these recent trends, have not directly influenced the choice of pupils for or against science and technology. The knowledge that there are vacant places might have been expected to encourage students in that direction: the growth in applications in technology through U.C.C.A. (2) may be evidence of this. But the contrastingly low growth in admissions suggests that the opportunity of a place is no longer an incentive to the abler pupil.

161. Against this university entry requirements, at least as perceived by the schools, probably play a powerful though indirect role through their influence on the school curriculum and on early specialisation. Decisions are thereby precipitated at an age when the pupil can have no mature appreciation of the consequences for his career. Only the most dedicated can confidently choose science at this stage: for all others an early commitment will seem restrictive.

(2) U.C.C.A. Fourth Report.




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CHAPTER VIII

REMEDIES AND RECOMMENDATIONS

Later Choice, and Greater Attractiveness of Science, Engineering and Technology

162. The investigations we have undertaken show clearly that while the output from the sixth forms of the secondary schools is continuing to grow rapidly, the output of specialists in science is not. The annual age groups from which sixth formers are at present drawn are smaller than those of the 'bulge' of the immediately preceding years. Even as a proportion of those smaller age groups, science specialists have increased only slightly, and the remarkable growth which has been achieved over the past decade in sixth form education has been largely devoted to the development of studies which, under present conditions, in effect disqualify for higher education in science and technology.

163. Against this situation must be set the increasingly important role of science and technology in everyday affairs and in the economy. Discovery and invention in these fields, and their exploitation, depend upon an adequate force of scientists and technologists and their effective use in employment. This country, to a greater extent than many others, depends on its qualified manpower as a national resource for the creation of wealth. High level scientific and technical jobs form the fastest growing occupational group in Great Britain, as shown by the 1951 and 1961 Censuses of Population (1). And the 1965 Triennial Manpower Survey showed an increased forecast demand for scientists and technologists unlikely to be met by the supply. In particular fields, notably in industry and in the schools, the shortage of recruits of good quality is likely to prove critical.

164. In such a situation are we justified in recommending that there should be a national effort to influence the choice and selection of the individual in relation to his studies and hence his career? The tradition of respect for the choice of the individual is rightly embedded in our educational as well as our political institutions. We esteem that tradition and would not wish to see it altered. But we think it right to insist that the individual, in choosing the subjects that he studies at school, should have as mature an appreciation of those subjects and of the implications for his career as it is possible to give. National requirements do, after all, determine the opportunities for individuals. We feel strongly that considerations of curriculum organisation which have remained substantially unchanged in the last forty to fifty years should not force a premature and largely irrevocable decision for or against science and technology.

165. In considering possible remedies we were moved at first by a desire to correct the swing away from science. In the later stages of our study this aim has become subsumed within the wider objective of meeting the needs of the individual pupil. The remedy we propose has two main elements. The

(1) Occupational Changes, 1951-1961, Manpower Studies No.6. Ministry of Labour. H.M.S.O., 1968.


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first is that all pupils in the sixth form should follow broad courses of study that keep open the options (both for subjects of study in higher education and for eventual occupation) as late as possible in the individual's educational career. We see this as desirable for the student of the arts or social studies as well as for the potential scientist and technologist. In consequence, decisions for or against science and technology would be deferred to an age of greater maturity than is at present the case. Such a change would have implications for the present patterns of O level study and, in the sixth form, the continued study of mathematics, a key subject in maintaining flexibility, would become the norm for the great majority.

166. We are here concerned both with the desirability of higher standards of scientific and mathematical attainment for all well-educated people and with the prospects for subsequent specialisation in science and technology arising from a wider general basis in sixth form education. We have seen that France has succeeded, against the general trend, in increasing its university intake in science and technology on the foundations of a massive educational effort in these fields at the secondary level. The general continuation in England and Wales of mathematical studies alone would immensely increase the base from which qualified manpower could spring.

167. There is a clear risk that such a change towards a more mature and rational choice of career could work to the disadvantage of science and technology. Radical changes have taken place over the last decade. Ten years ago there was a severe shortage of university places, a policy of providing two thirds of all new places in universities in science or technology, and a clear national objective (since achieved) of doubling the output of scientists and technologists. In the sixth forms there was very little alternative to the traditional science-arts dichotomy. Now we have a situation of expanding opportunity in the social sciences, clear and popular alternatives in the sixth forms, renewed debate on the exact nature of the relationship between the supply of and demand for scientific and technological manpower, together with a sense of doubt on the attractiveness of careers in science and technology. In a much more open and indeterminate situation than has existed hitherto the individual's choice and the factors which bear upon it have become critically important. The deferment of choice and of specialisation will provide us with a larger reservoir: but we shall not be able to draw upon it unless science and technology courses in sixth form and university, and the careers to which they lead, are able positively to attract the uncommitted student. There will, we hope, always be a strong stream of able students who by their attainments at school are naturally directed to scientific or technological careers. Schools must continue to ensure that these pupils are fully satisfied in their studies and in their work; and that any remedial measures that may be adopted should not jeopardise the high motivation of this group. What is additionally necessary is to attract those who have less clearly defined motivations or whose abilities are ambivalent.

168. This then is the second and vital part of our remedy, that engineering, technology and science must be made more attractive throughout the whole of education and in employment. We recognise that unless the several issues of curriculum, teaching resources, university entrance requirements, and


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career opportunities are dealt with, continuing sixth form studies in science and mathematics would be simply hold open options which would not be taken up. Indeed to increase the exposure of young people to inadequate science teaching resources, problematic university selection, unnecessarily rigorous undergraduate programmes, and uncertain or unattractive career prospects would certainly work to the detriment of science and technology.

Implications for Educators and Employers

169. It follows therefore that all who teach science and technology must ask themselves whether their courses are sufficiently attractive and relevant to the able but uncommitted student. They must also ask whether more provision should be made for courses at university level which do not assume an advanced level of specialisation in the schools, but which are aimed at attracting to science and technology students willing and able to study these subjects from the beginning. From the days of inadequate places and severe selection science courses in particular have inherited an austerity and a rigour - perhaps also a routine - which render new developments in other fields all the more attractive by contrast. The great volume of experimental work, the mass of material to be committed to memory, and the absence of opportunity for personal speculation at the undergraduate level all play their part in dissuading the uncommitted student. The problem of the nature of the university course and its effect upon ultimate employment has been examined in more detail by Professor Swann's Working Group; we welcome their discussion of the issues of specialised and generalised studies, as we believe that the pattern of studies in higher education can have important influences on the attractiveness of science in school.

170. It is of course unlikely that the attractiveness of courses of study is the only factor. There are important matters relating to the kind of career prospects which are envisaged and also to popular conceptions about the scientific and technological age and its tendencies. It is still widely believed (and with some justice) that by no means all employers put the same value upon scientific attainments as on others throughout the career; and it is perhaps because so few scientists and technologists at present have, or are believed to have, a sufficiently broad education to take managerial and organisational problems in their stride that the impression persists that they are kept 'on tap' rather than 'on top'. It is certainly the case (as the Working Group on Migration has shown (2)) that employers in the United States put a higher value upon scientific attainments early in the career than we do in this country. No policy for the popularisation of science and technology among students could hope to succeed unless there was also real evidence of an increased awareness among employers of its value for career purposes.

171. There may well be (as we saw in Chapter VI) psychological factors more deeply-rooted than this. There may be ground for believing that the formality or the impersonality of science can be unattractive to large numbers who need a more personal or practical approach to their studies. There may be an element of subconscious revulsion from the forces which scientific

(2) The Brain Drain. Cmnd. 3417.


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progress makes available, and the large moral and social issues which the control of those forces raises. There may be a case for projecting more firmly the social and humanitarian benefits of science and technology alongside the more spectacular demonstrations of power. These are not matters which changes in educational processes can influence rapidly; but they may be very close to some of the central problems of the technological society. It is significant that relative trends away from science and technology are no less evident in other countries where engineering and technology have been more widely accepted as a means to national progress.

RECOMMENDATIONS

172. Our recommendations are framed with several aims in mind: the need to give the individual a broad educational background including an appreciation of the aims and achievements of science and technology, whether or not he or she ultimately specialises in these subjects; the need to reverse the movement away from science at school and to increase the flow of potential qualified manpower; the need to establish the place of science and technology in education, and their status in society, so that the supply of scientists and technologists will flow in response to the nation's requirements rather than be subject to the uninformed and immature decisions of pupils and to changes in the pattern of educational opportunity.

173. Our recommendations relate to several aspects of education and to a variety of individuals and institutions; necessarily so, from the interlocking nature of the education system and the complexity of factors bearing on the processes of choice and selection. There is neither sovereign remedy nor short term solution. The problem must be tackled in its entirety by sustained and concerted effort, and progress must be closely followed.

Later Choice and Specialisation

174. First and foremost:

I. We recommend a broad span of studies in the sixth forms of schools; and that, in consequence, irreversible decisions for or against science, engineering and technology be postponed as late as possible.
Our reasons for this are two-fold. On the one hand, it is in the individual's interest that he should not be required to take these critical decisions at a relatively immature stage, before he has had opportunity to appreciate something of the true significance of science and technology as intellectually satisfying pursuits in themselves, or to see them more roundly in their social context: that is, to recognise career possibilities and the likely needs of the community for particular skills and aptitudes.

175. On the other hand we have had regard to the range of attainments likely to be required for scientific and technological employment over the next decade or so. The accelerating pace of technological change, and the increasing extent to which science and technology will penetrate society and affect day-to-day living, will mean that scientists and technologists will have to be readily adaptable to new technical situations and capable of deploying their talents from a sound general scientific base in a variety of specialised


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jobs. They must be open to, and aware of, the progress of research as a source of innovation without necessarily being personally involved. They must also be articulate and literate, not least to be effective in issues of policy in their fields and in the management of resources, in which all scientific and technological manpower are to some extent involved. They must be aware of, and sensitive to, the boundary areas where their activity is felt: economic, social, humanitarian, organisational, governmental. The longer their early studies can keep open this breadth of approach, the better.

176. There are probably many ways in which this breadth could be achieved and it lies beyond our competence to suggest detailed solutions. We are certain that the continued study of mathematics is an essential element; and we are much attracted by the suggestion that pupils should normally follow, in addition to mathematics, three or four main subjects. These might be drawn, one from each of the main groups - science, social studies, arts - together with one other to be chosen by the pupil for a degree of emphasis that reflects his preference and ability. It would follow that these subjects could not be studied as deeply as they are at present and that they would differ from those now taken at A level. Moreover the form of assessment should not be such as to allow 'hidden' specialisation. Criteria for entry into higher education would need to include one based on overall assessment of the sixth form course and examinations, and details of the candidate's performance in a particular subject should not be available to selectors.

177. We recognise that these changes would pose grave problems of teaching, curriculum organisation, and assessment for schools and examining boards; and for universities and other institutions of higher education they raise questions about the nature of their courses and entry requirements (some of which we discuss in paragraphs 189-193). The bodies concerned will have to consult extensively and co-operate closely in any changes, and further experiment will almost certainly be needed. Fundamental changes in the sixth form will take time but there is one measure which, within the present context, could increase the flow of potential scientists and technologists and make supply more responsive to demand, namely the wider study of mathematics in the sixth form.

Mathematics

178. In our view normally all pupils should study mathematics until they leave school, and only in exceptional circumstances should it be held to be possible or desirable for a pupil to opt out. At present a high proportion of pupils with O level passes in the subject abandon it in the sixth form, and some pupils drop it even earlier. We believe that the overwhelming majority are capable of benefiting from the continued study of this subject. We do not mean that everyone should specialise in mathematics, but all pupils need to develop an enhanced capacity to use mathematical techniques for a wide range of purposes in science and technology and outside, and greater appreciation of its relevance to human affairs. Progress is being made in discovering how to make good the shortcomings caused by insufficient or interrupted study of mathematics; but in our view the only sensible solution (and this is rein-


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forced by our international comparisons) is not to create the problem by abandoning the subject. The content of the curriculum is beyond the scope of the Enquiry; but we distinguish some characteristics of mathematical achievement in relation to future demands of employment:

(i) Mathematics as a means of communicating quantifiable ideas and information.

(ii) Mathematics as a training for discipline of thought and for logical reasoning.

(iii) Mathematics as a tool in activities arising from the developing needs of engineering, technology, science, organisation, economics, sociology, etc.; the growth of numerical analysis and electronic computation is a powerful example.

(iv) Mathematics as a study itself, where development of new techniques and concepts can have economic consequences akin to those flowing from scientific research and development.

179. Our inquiries suggest that much of the reluctance of many pupils to study mathematics is related to the seeming irrelevance of the subject to their general experience of life and their own preferred career. Consequently our recommendation made below for the wider study of mathematics implies a drastic extension and revision of mathematics curricula so that the average sixth form pupil can appreciate not only the elegance and logic of mathematical arguments but also the power which is to be gained by their use in studies in other fields, for example economics. The aim should be to provide courses to meet the individual's interests and ability rather than to find pupils for courses. Our analysis would suggest that the potential interest and ability is there for massive expansion of quantitative studies in the sixth form, over the whole range from straightforward and practical numeracy to studies requiring mathematical depth and insight.
II. We therefore recommend that normally all pupils should study mathematics until they leave school; and that the teaching of mathematics should concern itself not only with training for discipline of thought and for logical reasoning, but also with showing the effect of associating mathematical thinking with one or more of the experimental or engineering sciences, with economics, or with other studies.
180. Such an expansion of the study of mathematics in the sixth form would make considerable demands on teachers, and in a field where there is already clear evidence of acute shortage. It lies beyond our present task to assess what additional recruitment might be required. But we believe that present teaching resources can be used more effectively, particularly with the aids of educational technology, for example programmed learning and teaching machines; that the re-organisation of sixth form studies to give greater breadth with some reduction of depth would make possible the redeployment of some teaching time; and that there may be possibilities of help from other sources, perhaps by local sharing, from technical colleges, colleges of education and universities.


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The Science Curriculum and its Teaching

181. Science is a blend of experimentation and hypothesis, alternately generating, satisfying and regenerating intellectual curiosity along ever-widening boundaries; it has the capacity to appeal to all, either as a humane activity or as a socially or economically significant one. It is a human activity in the fullest sense. In so far as it is failing to appeal to school children, these qualities are not being transmitted to the pupil, or are being overlaid by the weight of formal exercise and historical accretions.

III. There is an urgent need more rapidly to infuse breadth, humanity, and up-to-dateness into the science curriculum and its teaching.
Recent trends in school and university all bespeak the reluctance of many students to confine their intellectual pursuits to narrow specialisation, and the desire to think divergently and to maintain contact with man in his social situation. Specialisation there must be to get to the frontiers of knowledge and to stimulate and expand intellectual powers and critical abilities; and in some limited sense it should probably begin in the sixth form. But it is all the more effective - and indeed attractive - for being set upon a broad base of intellectual achievement. It is not synonymous with a formal code of massive factual content; nor, provided we face the immensely difficult problems of re-ordering our knowledge, need it be incompatible with a breadth of study offering intellectual rigour and challenge. But specialisation as a teaching mode is too often confused with later specialisation to prepare for the performance for a job or a career. The one slides imperceptibly into the other, and the uncommitted student considering science and technology in higher education may feel he is committing himself to a successive narrowing of opportunity which is unlikely to appeal to the divergent thinker.

182. Much has happened in the eight years since the Advisory Council for Scientific Policy (3), commenting on the Crowther Report, said that "school science curricula were in need of a thorough re-examination", were "unimaginative and overloaded with factual material", and that "20 to 25 per cent of the content of the curricula in physics, chemistry and biology could be removed without any harm - and indeed with benefit". The curriculum work of the Nuffield Foundation and the projects and experiments supported by the Schools Council and H.M. Inspectorate, by professional institutions and associations, and by learned societies are beginning to take effect. Science centres have been established to give guidance and advice on equipment. In the primary schools great progress has been made in introducing scientific and mathematical concepts in ways that stimulate and hold enthusiasm and curiosity. Teachers' centres, to help teachers to review the approach and content of their work, are being set up by local education authorities in England and Wales at an encouraging rate, and are increasingly contributing to development work in science and mathematics. But again the emphasis is mainly at the primary level. The scale of the experiments and the impact on the average secondary school pupil in the critical period of choice remains small, and there is need for measures which will rapidly reach the majority of secondary schools in the country.

(3) Annual Report of the Advisory Council on Scientific Policy 1959-60 Cmnd. 1167.


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IV. We recommend that the schools and local education authorities should take steps which will ensure that within the next five years the majority of pupils in secondary education should come into early contact with up-to-date, relevant, and attractive teaching of science.
The Situation in Scotland

183. The foregoing recommendations are based on a study of the situation in England and Wales. The Chapter on Scotland indicates that these objectives are to some extent met by the more broadly based education provided in Scottish secondary schools. We warmly welcome the specific steps taken recently in Scotland to make the mathematics and science syllabuses more attractive to pupils and more relevant to the needs and interests of higher education and industry.

V. We hope that care will be taken by those responsible for the Scottish educational system to see that recent changes in the examination structure do not cause any serious departure from the traditionally broad base of Scottish education.
Teachers and Teaching

184. These developments would place a heavy burden on teachers. As exemplified in Scotland, curriculum reform and in-service training are vitally linked. The need for in-service training, and for up-dating and refresher courses is probably growing faster than the provision, at least in science and mathematics. The need is beginning to be recognised and provision is expanding though we are informed that many of the longer courses are thinly attended. We believe a massive increase in courses and teacher participation is necessary if the aim is to be realised of making science and mathematics, engineering and technology much more attractive to students. There is already a wide variety of courses, short and long, organised by many different bodies; colleges of education and universities can and do make an important contribution and we think there is scope for expanding this, to involve particularly the staff in science and technology. However, further study is needed of the type of courses best suited to the aims we have in mind and of the most effective organisation and mounting of such courses in ways which will help to overcome present difficulties and disincentives. The teacher must often dip into his own pocket to go on a course and in many cases go in his own time. Where the course is not concurrent a replacement must be found. When he returns there is little tangible reward unless the course is on the limited list of those accepted by the Burnham Committee for the £50 salary addition. Despite disincentives many teachers have made these sacrifices. But this willingness cannot be presumed upon.

VI. We recommend that financial disincentives for in-service courses be removed; that ways be found to encourage participation in such courses; that financial recognition be made in salary for those successfully completing courses; that more flexible replacement arrangements be developed, such as the use of university staff and postgraduate students, or of scientists from Government research establishments and industry; and attempts be made to carry such courses to the irreplaceable teacher in his school.

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In-service courses can not only renew and bring up-to-date the teacher's knowledge and equipment but also provide a means for making widely available the methods and curricula developed by the best teachers. The need is especially great in science and technology where knowledge expands increasingly rapidly. Mass media, for example television and the newspapers, bring new scientific and technological advances quickly to the notice of schoolchildren and may emphasise any lack of modernity in science as presented in the classroom. In-service training is an indispensable part of scientific education and of the teacher's own equipment.

185. Some further improvement in the utilisation of present resources of scientific manpower could come from a more strategic deployment within the schools. We cannot over-emphasise the harm that poor teaching may cause to the younger and uncommitted pupil.

VII. We recommend the provision, on a co-operative basis between schools if necessary, of introductory courses of the highest quality in science and mathematics for younger pupils. We consider that schemes for the reorganisation of secondary education should adopt as an important objective the most effective utilisation of available teaching resources in science.
Teacher Supply

186. Better utilisation will not do away with the need to recruit more good science and mathematics teachers. We place emphasis on teaching quality rather than academic ability, though we believe they will be found together in many able graduates in science and technology. The better the teacher, in the sense that he nurtures rather than quenches natural curiosity, and the more he encourages his pupils to feel his partners in learning together about man's physical environment, the more he is likely to transmit to them his enthusiasm for the subject, and more of them are likely to opt for science.

VIII. We regard it as a very high priority that positive and strong incentives to recruitment of more graduates of high ability to science teaching should be adopted.
Some of the potentially good science teachers now entering, or already engaged in, other activities could reasonably be deflected or redeployed by proper incentives and we strongly support those to be proposed by Professor Swann's Group.

Support and Facilities for Science Teaching

187. Technical supporting staff, equipment and facilities for science, and the developments of educational technology can provide vital backing for the science teacher. If they are lacking, his effectiveness is reduced. Without technical help laboratory experiments may be carried out unconvincingly or not at all or the teacher may have to be his own technician and devote a good deal of his time and energies to the preparation of material, perhaps diminishing thereby esteem for his position among his own pupils and among potential recruits to teaching. Where he has help and good laboratory facilities there is


[page 93]

the possibility of experimental work that conveys something of the real flavour of the practice of science and technology. The developments of educational technology help him to present new material attractively, and may help to improve his teaching methods. They may even release or lead to some redeployment of teachers or teacher time.

188. The evidence we received, while convincing us that the present provision of technical supporting staff is well below what we consider to be desirable, did not enable us to establish what is or should be a norm.

IX. We therefore recommend that further study be made to establish a desirable norm for technician support and that urgent consideration should be given to an increase in the number of technical supporting staff in schools. Advances in educational technology should be fully exploited in the teaching of science and mathematics. Local education authorities should recognise the inevitable additional cost of curriculum reform and should be prepared to finance promising new proposals in science and mathematics.
Implications for Higher Education Establishments

189. Continuation of present trends will lead to increasing competition between institutions of higher education for the able candidates from the science stream in schools. The present situation is likely to intensify, and candidates in science and technology will have to be recruited rather than selected to an even greater extent than is at present the case. The new quinquennium presents an opportunity for change and experiment both as to the subject and level of G.C.E. A level passes regarded as acceptable for entry, and in the nature of the courses themselves and their attractiveness to students now tending to move away from science.

190. Even though the nature of the sixth form is changing, the strongest external force on the sixth form curriculum is still, in our view, the university entrance requirements. Some revision of these requirements will be necessary over the next few years to allow university faculties of science and technology to draw candidates more widely from the sixth form outside the specialist science stream. But, more importantly, if a broad span of study in the sixth form is to become generally accepted there will ultimately have to be drastic revision of the entry requirements. Indeed we see here an opportunity for universities to help the schools in achieving objectives that all agree to be desirable.

X. We therefore recommend that universities should reconsider their entry requirements with a view to encouraging a broad span of studies in the sixth forms of schools and to increasing the flow of candidates in science, engineering and technology.
191. A broad sixth form curriculum, and the immediate need to draw more widely on present sixth form streams for candidates in science and technology will have implications for the nature of university courses. Many will see in this a case for increasing both the duration of university first degree courses and the resources required for the necessary remedial measures, especially in mathematics, if students are to emerge at present levels of degree


[page 94]

achievement. The implications for the aims and nature of university courses in science and technology as they are now planned will need to be considered, but it is perhaps not widely appreciated that we are already providing for a proportion of students to stay at university for from 5 to 7 years. In some subjects, chemistry for example, we are already moving towards the situation where the Ph.D. is the professional qualification pursued by nearly half of those attaining a first degree. In many disciplines the Ph.D. is now the international 'passport' for which some degree of compatibility is recognised.

192. We are unwilling to accept that no time can be saved from existing courses by attention to the problems of presentation and revision which we have discussed in Chapters VI and VII. We recognise that if a degree course in science or technology took much longer than in other subjects this would act as a discouragement. We believe that what we want to see accomplished can and should in general be done within the existing time limits.

193.

XI. We recommend that universities should consider further a range of courses designed to attract into science, engineering and technology able students who are not already committed to these fields of study, but who are otherwise qualified to benefit from 'ab initio' courses in these subjects at university level.
In many cases this would be a return to a situation where the student could start a science subject from the beginning of his university course, which is still true of many other university disciplines. We appreciate that this development cannot go far until the changes we recommend above for mathematics in the schools have also been implemented, but we hope that consideration of these two recommendations can proceed in parallel.

Advice and Guidance on Careers

194. Much is said and written to guide the pupil in school in the choice of his subjects and career. Counselling services are available in a great many schools through careers masters and the Youth Employment Service and its officers, in addition to books, pamphlets and talks provided by employers. The only comment we would offer on these formalised channels relates to the need to convince young people that an increasingly important route to managerial posts in a technological society is a training in the engineering or experimental sciences followed by industrial experience and subsequent post-experience study in economics and business studies. The growth of economics in popularity among the most able students points to a ready response to this message.

195. By way of contrast, too little attention has been paid to informal systems of careers guidance. Much publicity could usefully be re-directed towards parents. The image of science too often found in the school is hardly more likely to attract than that propagated by the mass media, where science ranges from the erudite and incomprehensible to a source of malevolent power. Far too little attention is paid to these sources of information and to the 'grapevine' in the schools and colleges in shaping the decisions of the young.


[page 95]

XII. The reputation of the good employer is the most enduring career guidance system of all: employers must recognise their high responsibility for ensuring that careers in science, engineering and technology are satisfying and therefore attractive to young people.
196. As we have noted in Chapter II, many young people who embark on a sixth form science course do not complete it. Some more turn away from science and technology on entry to university, or depart for permanent employment. Others fail to complete the degree course. We cannot know how far these deflections are justified in individual cases: but we believe there is scope for encouraging and assisting those inclined to abandon their studies in science and technology at an incompleted stage to persist through full or part-time studies in attaining to qualification.

Manpower Planning and Statistics

197. Ten years at least have elapsed between the decisions, conscious or unconscious, of school children that gave rise to the movement away from science, and our present diagnosis. When we started on our Enquiry three years ago we were faced with an absence of information and statistics on which to establish what was happening. Through the work of the Department of Education and Science and of the Scottish Education Department this information has been provided; we hope that this work will continue to consolidate and extend our analysis. There is a need for close and continuing understanding of trends in schools and in the sixth forms and their implications for manpower policy as a whole. This argument extends beyond scientific manpower policy because the sixth forms are sources of supply for all the professions as well as for the increasingly wide range of other jobs being filled by graduates. Educationalists need to know the national picture, not just the partial view; employers must be alerted to the changing characteristics and motivation of students becoming available for employment. Those concerned with policy must be able to see the overall patterns of flow and the interactions arising within the system, as well as the longer term effects on the economy through changes in supply. The Working Group on Migration has already drawn attention to the international aspects.

198. Conversely there are changes within employment of qualified manpower, in the levels of skill required, the rate of obsolescence of knowledge, and the rate of technological change, that have implications for the educational preparation of engineers, technologists and scientists.

XIII. We therefore recommend:
(i) There should be continuing arrangements for the review of trends in subject specialisation in the schools and their implications for qualified manpower;

(ii) Research aimed at a deeper insight into the factors bearing on career choice and selection in the context of formal education should be continued;

(iii) The statistics of education should be further developed to display the flow of pupils through all educational routes into employment, and to allow new trends to be quickly recognised.


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199. The Report has drawn attention to the need for further work on a number of topics, in particular;

  • The effective use and deployment of existing teaching resources for science including the developments in educational technology, and the facilities available in schools should be the subject of further study (paragraphs 76, 80 and 81.)
  • There should be further study of the growth of science and technology in schools and higher education in other countries, particularly in France (paragraph 125).
  • The interaction of secondary school curricula and university entrance requirements in England and Wales should be periodically re-examined (paragraph 142).
200. Our Enquiry, together with that of the Working Group on Manpower Parameters, has shown that the future supply of scientists, engineers and technologists depends on the schools and the choice of subjects made by pupils at a relatively early age. Developments in the schools affect the growth of science and technology for decades ahead. It is these considerations that have carried our studies into educational fields outside the immediate ambit of the Council for Scientific Policy and of the Committee on Manpower Resources for Science and Technology. We are convinced of the uniquely important role that science and technology have to play in education, in the economy, and in society in the future. That is why we have suggested remedies that it will fall to others to consider - to local education authorities, to the schools, to employers, and to parents and pupils.




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ANNEXES

A. Sources

B. Definitions

C. Statistical Evidence on School Pupils and Examinations: England and Wales

D. Chronology of the Swing: England and Wales

E. Evidence on Academic Quality

F. Statistical Evidence on the Teaching Environment: England and Wales

G. Evidence from the Royal Statistical Society - University of Essex Enquiry





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ANNEX A

SOURCES

1. Statistics of Education 1965 and earlier years. H.M.S.O.

(a) School Leavers Surveys.
(b) Pupils on Sixth Form Courses.
(c) General Certificate of Education Examination Results.
2. Unpublished data from the 1965 Curriculum Survey.

3. Report on the 1965 Triennial Manpower Survey of Engineers, Technologists, Scientists and Technical Supporting Staff. H.M.S.O. Cmnd. 3103.

4. U.G.C. Returns 1962-63 to 1966-67. H.M.S.O.

5. Universities Central Council on Admissions

(a) Third Report and Supplement.
(b) Fourth Report and Supplement.
6. Preliminary, unpublished results of the Royal Statistical Society, University of Essex Enquiry on Factors Influencing the Demand for Higher Education.

7. Occupational Choice, by J. R. Butler, to be published by H.M.S.O.

8. Changes in Subject Choices at School and University. Thesis for the Degree of Doctor of Philosophy, at the University of London, by Celia Mary Phillips, May 1967. To be published shortly by the Unit for Economic and Statistical Studies on Higher Education.

9. Special analysis of G.C.E. examination results by Northern Universities Joint Matriculation Board.

10. Survey of technicians in schools by The Association for Science Education.



[page 99]

ANNEX B

DEFINITIONS

I. SCHOOLS

A. England and Wales

(a) G.C.E. Examination Statistics (1)

O level

(i) Science
Agriculture and horticultural science
Biology
Zoology
Botany
Chemistry
Physics
Physics with chemistry
General science
Additional general science
Geology
Mathematics
Additional mathematics
Applied mathematics and mechanics
Building and engineering science
Building construction
Surveying
Technical drawing
Engineering workshop theory and practice
Metalwork
Woodwork
Metalwork and woodwork
History and philosophy of science
Aeronautics
Astronomy

A level

(i) Science
Botany
Zoology
Biology
Chemistry
Physics
Geology
Pure mathematics
Applied mathematics
Pure and applied mathematics
Further mathematics
Mathematics (double subject)
Other mathematics
Building construction
Handicraft
Technical drawing

(ii) Social science
British constitution
English economic history
Economics
Geography
(ii) Social science
British constitution
English economic history
Economics
Geography

(iii) Vocational subjects
Cookery
Needlework
Other domestic subjects
Commercial subjects
Navigation
Seamanship
(iii) Vocational subjects
Domestic subjects
Accounting and bookkeeping

(1) G.C.E. examinations are also taken by pupils from other parts of the UK and those who took examinations for the home certificate at overseas centres.


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O level

(iv) Languages
Latin
Greek
Classical Hebrew
General classics
Greek and Roman literature
English language
English literature
Welsh 1 and 2
Welsh language
Welsh literature
French
French literature
German
Italian
Spanish
Russian
Other modern languages

A level

(iv) Languages
Latin
Greek
Other classical languages
English literature
Welsh
French
German
Italian
Spanish
Russian
Modern languages not otherwise classified

(v) Arts other than languages
Religious knowledge
History
Ancient history
Logic
(v) Arts other than languages
Religious knowledge
History
Ancient history
Logic
Archaeology

(vi) Music, drama and visual arts
Music
Art
Craft
Textiles
(vi) Music, drama and visual arts
Music
Art
Craft

General paper or General studies is not included in any subject group.

(b) Pupils on A level courses in the sixth form

Returns from the schools show pupils by year of course, divided into three groups, which we refer to as:

Science Group:

Pupils following courses in:
Mathematics, physics, chemistry, botany, zoology, geology, biology, technical drawing.
Non-science Group:
Pupils following courses in:
English literature, modern languages, classical languages, geography, history, ancient history, English economic history, economics, British constitution, religious knowledge, logic, archaeology, domestic subjects, accounting and bookkeeping, music, art, craft.
Mixed Group:
Group in which pupils follow courses in subjects from each of the previous groups.

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(c) School Leavers: based on a 10 per cent sample

(i) Old Classification: 1960-61 to 1964-65

Science:

Biology, botany, chemistry, geology, mathematical subjects, physics, zoology.
Arts:
Economics, English literature, geography, history subjects (including British constitution) languages (modern and classical).
Other:
All other subjects including art, general studies, music, practical subjects, religious knowledge, technical drawing.
Science specialists are defined as leavers with at least one A level pass in subjects in the science group (as just defined) and, possibly, passes in the 'other subjects' group but with no A level passes in the arts group.

Arts specialists are leavers with at least one A level pass in subjects in the arts group (as defined above) and, possibly, passes in the 'other subjects' group but with no A level passes in the science group.

Science-cum-arts pupils are leavers with A level passes in both the science and arts groups of subjects and, possibly, passes in the 'other subjects' group.

Others are leavers with A level passes only in the 'other subjects' group (as defined above).

This classification has been used in Tables 6, 7 in the text, Tables 42, 43, 44 and 45 in Annex C; and Table 51 in Annex E.

(ii) New Classification: 1964-65 and 1965-66

Science:

Biology, botany, building construction, chemistry, geology, mathematical subjects, metalwork, physics, technical drawing, woodwork, zoology.
Social Sciences:
British constitution, economics, English economic history, geography, vocational subjects (domestic and commercial).
Arts:
Ancient history, art, craft, English literature, history, languages (classical and modern), music, religious knowledge.
The new subject groups, as defined above, result in seven categories of qualified leavers, which have been grouped thus:

Science Group:

Science specialists.
Non-science Group:
Social science specialists, arts specialists, social science-cum-arts pupils.
Mixed Group
Science-cum-social science pupils, science-cum-arts pupils, science-cum-social science-cum-arts pupils.
This classification has been used in Tables 3, 4 in the text, and Tables 46, 47, 48 and 49 in Annex C, and Table 52 in Annex E.

General studies has not affected the group in which a leaver has been classified e.g. a leaver with four A levels, three being science and the other general studies, has been classified as a science specialist. Leavers with only one A level in general studies have been classified in the social science group.


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(d) Curriculum Survey: based on a sample (see paragraph 62)

Science:

Mathematics, physics, chemistry, biology, botany, zoology, general science, physics with chemistry, astronomy and meteorology.
Technology and handicrafts:
Technical drawing, metalwork and woodwork are the main subjects, building is the only other subject on which any substantial amount of teaching time is spent (16,000 minutes out of a total of 1,000,000 in the group).
Geography, social and business studies:
Geography, economics, commerce, shorthand and typing, social studies, British constitution and law.
Languages, literature and area studies:
English, Welsh, modern languages and classical studies.
Arts other than languages:
History and religious instruction.
B. Scotland

(e) Subjects studied in school

Science group:

Mathematics, physics, chemistry, botany, zoology, biology and any combination of these leading to a presentation in science, e.g. chemistry and zoology.
Non-science group:

English Languages:

Latin, Greek, Hebrew, French, German, Italian, Russian, Spanish, Portuguese, Gaelic.
History and geography:
History, geography, modern studies.
Commercial:
Combination of any two of: accounting, commercial arithmetic and statistics, economic organisation and shorthand and typing.
Technical and homecraft:
Dress and design, anatomy, physiology and health; home management, metalwork, building drawing, engineering drawing.
Other subjects:
Art, music, agriculture.
II. SUBJECT OF STUDY AT UNIVERSITY

Education:

Education
Medicine, dentistry and health:
Medicine and dentistry
Pharmacy, Pharmacology
Ancillary health subjects
Engineering, technology and applied science:
Aeronautical engineering
Chemical engineering and technology
Civil engineering
Electrical engineering
Mechanical engineering

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Production engineering
Mining
Metal technologies
General and other engineering subjects
Surveying

Other technologies and applied sciences

Agriculture, forestry and veterinary science:
Agriculture
Agricultural biology
Agricultural chemistry
Forestry
Veterinary science
Science:
Biology
Biochemistry
Chemistry
Mathematics
Physics

Geology
Other environmental sciences
Mathematics with physics
Other combinations of physical sciences
Combinations of biological with physical sciences

Social, administrative and business studies:
Economics
Geography
Accountancy
Business studies
Government and public administration

Law
Psychology
Sociology
Social anthropology
Combinations within group

Architecture and other professional and vocational subjects:
Architecture
Home, hotel and institutional management
Other professional and vocational subjects
Language, literature and area studies:
English
Welsh and other Celtic languages and studies
French language and studies
German language and studies
Spanish language and studies

[page 104]

Other Western European languages and studies
French with German
Russian language and studies
Other Central and Eastern European languages and studies
Classical studies

Chinese and Chinese area studies
Oriental, Asian and African languages and studies
Other languages, literature and area studies
Other combinations within group

Arts other than languages:
History
Archaeology
Philosophy
Theology
Arts general
Music, drama and visual arts:
Art and design
Drama
Music
III. CATEGORIES USED IN THE 1965 TRIENNIAL SURVEY OF ENGINEERING, TECHNOLOGICAL AND SCIENTIFIC MANPOWER

Science

Agriculture:

Agriculture
Forestry
Agronomics
Horticulture
Dairying
Veterinary science - as a degree subject, not M.R.C.V.S. alone.

Biology:

Agricultural botany
Biology
Ecology
Genetics
Human biology
Mycology
Proto-zoology
Bacteriology/Pathology (if other than medical degrees)
Agricultural zoology
Botany
Embryology
Helminthology
Human physiology
Parasitology
Systematics
Animal physiology
Cytology
Entomology
Histology
Microbiology
Physiology
Zoology

Chemistry:

Agricultural chemistry
Chemistry
Inorganic chemistry
Organic chemistry
Technical chemistry
Applied chemistry
Colour chemistry
Leather chemistry
Textile chemistry
Biochemistry
Crystallography
Medical biochemistry
Physical chemistry


[page 105]

Geology:

Geology
Paleontology
Geomorphology
Petrology
Mineralogy
Stratigraphy

Mathematics:

Applied mathematics
Pure mathematics
Ballistics
Statistics
Mathematics
Theoretical astronomy

Physics:

Aerodynamics
Geophysics
Nuclear physics
Astronomy
Meteorology
Physics
Astrophysics
Metrology
Radio astronomy

General Science and other sciences:

General science
Oceanography
Natural science
Pure science

Engineering and Technology

Chemical Engineering:

Chemical engineering
Gas engineering
Chemical technologyCombustion engineering

Civil and Structural Engineering:

Building
Municipal engineering
Water engineering
Civil engineering
Sanitary engineering
Water supply and purification
Gas supply
Structural engineering

Electrical Engineering:

Applied electronics
Electronics
Telecommunications
Electrical engineering
Power generation
Electronic engineering
Radio engineering

Mechanical Engineering:

Aeronautics
Automation engineering
Industrial engineering
Mechanical science
Aeronautical engineering
Automobile engineering
Marine engineering
Naval architecture
Agricultural engineering
Aviation
Mechanical engineering
Refrigerating engineering

Metallurgy:

Metallurgical engineering
Physical metallurgy
Metallurgical chemistryMetallurgy

Mining Engineering:

Metalliferous miningMining engineeringMining surveying

Other Engineering:

Biological engineering
Nuclear engineering
Engineering sciences
Production engineering
Fuel engineering


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Other Technologies:

Brewing technology
Glass technology
Petroleum technology
Textile technology
Ceramic technology
Malting and brewing
Plastics technology
Wool textiles
Fuel technology
Mineral technology
Rubber technology
Symbols

The following symbols have been used throughout the Report:
. not applicable
. . not available
- nil or negligible.







[page 107]

ANNEX C

STATISTICAL EVIDENCE ON SCHOOL PUPILS AND EXAMINATIONS:
ENGLAND AND WALES

TABLE 31

ESTIMATED POTENTlAL POPULATION FROM WHICH ENTRANTS TO THE SIXTH FORM CAN BE DRAWN

In studying trends in the sixth form (1), it was thought desirable to see them in relation to the total population of the relevant age group. Pupils entering the sixth form are of varying ages, the majority being aged 15, 16 or 17 in the January of their first year in the sixth form. Because of the fluctuations in the size of these age groups over recent years, it has been necessary to estimate a potential population from which the first year of the sixth form can be drawn. The potential population has been taken as a weighted average of the total child populations aged 15, 16 and 17 in the January of any year. Since entry to the sixth form is usually dependent upon success in the G.C.E. O level examinations, the weights have been based upon the age distribution in recent years of those attempting G.C.E. O level examinations who are still aged 17 or under by the January following their examinations. The estimates so calculated (Table 31 below) show that the estimated potential population reached a maximum of 795 thousands in 1963-64, remained high in 1964-65 and is now declining to a value of 655 thousands in 1968-69 which is expected to remain constant up to 1970-71.



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TABLE 32

BOYS ON A LEVEL COURSES IN SIXTH FORMS: ALL SCHOOLS (1)
AT JANUARY

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[page 109]

TABLE 33

GIRLS ON A LEVEL COURSES IN SIXTH FORMS: ALL SCHOOLS (1)
AT JANUARY

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[page 110]

TABLE 34

PUPILS ON A LEVEL COURSES IN THE FIRST YEAR OF THE SIXTH FORM 1962-1971; NUMBER AND AS A PERCENTAGE OF TOTAL AND OF POTENTIAL POPULATION (1)
BOYS AND GIRLS

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[page 111]

TABLE 35

A LEVEL PUPILS (1) STAYING ON FOR A THIRD YEAR IN THE SIXTH FORM

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[page 112]

TABLE 36

G.C.E. O LEVEL SUMMER EXAMINATIONS: 1960 TO 1966 - BOYS

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[page 113]

TABLE 37

G.C.E. O LEVEL SUMMER EXAMINATIONS: 1960 TO 1966 - GIRLS

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[page 114]

TABLE 38

C.S.E. EXAMINATIONS, 1965 AND 1966

TABLE 39

PASSES IN G.C.E. O LEVEL AND GRADE 1 OF C.S.E. EXAMINATIONS


[page 115]

TABLE 40

G.C.E. A LEVEL SUMMER EXAMINATIONS: 1960 TO 1966
BOYS

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[page 116]

TABLE 41

G.C.E. A LEVEL SUMMER EXAMINATIONS; 1960 TO 1966
GIRLS

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[page 117]

TABLE 42

SCHOOL LEAVERS WITH ONE OR MORE A LEVEL PASSES 1960-61 TO 1964-65 (1)
BOYS

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[page 118]

TABLE 43

SCHOOL LEAVERS WITH ONE OR MORE A LEVEL PASSES 1960-61 TO 1964-65 (1)

GIRLS

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[page 119]

TABLE 44

SCHOOL LEAVERS WITH ONE OR MORE A LEVEL PASSES 1960-61 TO 1964-65 (1)
BOYS AND GIRLS

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[page 120]

TABLE 45

CHANGES IN NUMBER OF SCHOOL LEAVERS WITH ONE OR MORE G.C.E. A LEVEL PASS (1)

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[page 121]

TABLE 46

DESTINATIONS OF SCHOOL LEAVERS WITH PASSES AT A LEVEL: 1964-65 (1)
(i) BOYS WITH ONE OR TWO PASSES

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[page 122]

TABLE 46 - continued

DESTINATIONS OF SCHOOL LEAVERS WITH PASSES AT A LEVEL: 1964-65 (1)
(ii) BOYS WITH THREE OR MORE PASSES IN LOWER GRADE COMBINATIONS (2)

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[page 123]

TABLE 46 - continued

DESTINATIONS OF SCHOOL LEAVERS WITH PASSES AT A LEVEL: 1964-65 (1)
(iii) BOYS WITH THREE OR MORE PASSES IN HIGHER GRADE COMBINATIONS (2)

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[page 124]

TABLE 47

DESTINATIONS OF SCHOOL LEAVERS WITH PASSES AT A LEVEL: 1964-65 (1)
(i) GIRLS WITH ONE OR TWO PASSES

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[page 125]

TABLE 47 - continued

DESTINATIONS OF SCHOOL LEAVERS WITH PASSES AT A LEVEL: 1964-65 (1)
(ii) GIRLS WITH THREE OR MORE PASSES IN LOWER GRADE COMBINATIONS (2)

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[page 126]

TABLE 47 - continued

DESTINATIONS OF SCHOOL LEAVERS WITH PASSES AT A LEVEL: 1964-65 (1)
(iii) GIRLS WITH THREE OR MORE PASSES IN HIGHER GRADE COMBINATIONS (2)

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[page 127]

TABLE 48

SCHOOL LEAVERS WITH TWO OR MORE PASSES IN THE G.C.E. A LEVEL EXAMINATIONS: 1965-66 (1)

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[page 128]

TABLE 49

SCHOOL LEAVERS IN 1965-67 WITH TWO OR MORE A LEVEL PASSES WHO PLANNED TO ENTER UNIVERSITY

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[page 129]

ANNEX D

CHRONOLOGY OF THE SWING: ENGLAND AND WALES

1. This Annex brings together the several strands of evidence on the movement away from science to show their relationship in time and the effects of demographic factors and to throw light on when the movement began.

2. The effects of the peak in the birth rate in 1947 (Figure 2) can be seen in all the data on pupils and examinations, either as a maximum or an inflexion in the curve of growth. In Figures 10 and 11 data are summarised for boys and girls separately. Data for boys show the expected sequence (Figure 10). A maximum in 1963-64 in the potential population for the first year sixth form (line C) is seen in the O level examination in the preceding academic year (lines A, B and D); a year later (1964-65) it appears in the science group of the second year sixth form (line J) and in A level attempts and passes in science (line F). Total A level passes show a change in gradient at this point (line E), the maximum being eliminated by the growth of non-science subjects. The available data for science specialists among school leavers (line K) and for university intake (line L) as yet show only the rising portion of the demographic pattern. Data for girls (Figure 11) show a similar sequence except that the numbers of science attempts and passes at O level (lines B and D) continued to rise until 1964-65, later than the peak for boys. This could indicate that these subjects were spreading more rapidly among girls in this period, and would be consistent with the lower base from which growth was occurring (science accounts for only about one quarter of all O level passes by girls) and with the generally more modest movement away from science among girls. The logarithmic presentation of data in Figures 10 and 11 emphasises the much greater loss of girls to science at each stage, en route to higher education, compared with boys (cf. paragraphs 40-41 of the Report).

3. The effects of the swing are superimposed on the demographic features. Figure 12 summarises the data in percentage terms. Among boys the declining position of science is seen in the downward trends of the last six or seven years. Statistics for individuals are not available before 1960-61 but the A level examination data suggest the swing was first apparent in this year. Up to this time there were no indications of the movement at O level, science passes (line F) (and mathematics passes alone) continuing to rise as proportions of total O level passes, to 1962-63 for boys and to 1964-65 for girls (cf. paragraphs 46-49 of the Report).

4. The pattern for girls is similar; a primarily sixth form movement without precedent at O level. In all its manifestations the swing is numerically smaller than for boys though from a smaller base figure. Percentage movements are also generally smaller, an extreme example being the proportion of science specialists among school leavers with two or more A levels, which declined by 1½ percentage points for girls (25.3 to 23.8) against almost 5½ points for boys (58.4 to 53.0) in the five year period (line B).

5. The recent decline in science and mathematics at O level both among girls and boys is a new phenomenon, quite distinct in time from the earlier movement in the sixth form. It is too recent to be confirmed as a trend, and its consequences, if any, will not be seen for some years. As discussed above (paragraph 49 of the Report) the movement may be partly related to switching of pupils from G.C.E. to C.S.E. examinations.


[page 130]

Key to Figure 10

A All O level passes.
B O level science attempts.
C Population relevant to first year sixth form.
D O level science passes.
E All A level passes.
F All A level science passes.
G Pupils in first year sixth form on A level courses.
H Pupils in second year sixth form on A level courses.
I Pupils in first year sixth form in the Science Group.
J Pupils in second year sixth form in the Science Group.
K school leavers: science specialists with two or more A levels.
L Entrants to science and technology faculties of universities in Great Britain.
Notes

1. The numbers of attempts and passes for examinations exceed those of pupils since most pupils take several subjects.

2. All data are for England and Wales only except those on university entry.





[page 131]

BOYS: SUMMARY OF DATA

FIGURE 10


[page 132]

Key to Figure 11

A All O level passes.
B O level science attempts.
C Population relevant to first year sixth form.
D O level science passes.
E All A level passes.
F All A level science passes.
G Pupils in first year sixth form on A level courses.
H Pupils in second year sixth form on A level courses.
I Pupils in first year sixth form in the Science Group.
J Pupils in second year sixth form in the Science Group.
K School leavers: science specialists with two or more A levels.
L Entrants to science and technology faculties of universities in Great Britain.
Notes

1. The numbers of attempts and passes for examinations exceed those of pupils since most pupils take several subjects.

2. All data are for England and Wales only except those on university entry.





[page 133]

GIRLS: SUMMARY OF DATA

FIGURE 11


[page 134]

Key to Figure 12

A A level science passes as a percentage of all A level passes.

B School leavers, science specialists with two or more A level passes as a percentage of all leavers with two or more passes.

C Pupils in the Science Group in the second year sixth form as a proportion of all pupils on A level courses in the second year.

D Pupils in the Science Group in the first year sixth form as a proportion of all pupils on A level courses in the first year.

E Entrants to science and technology faculties of universities in Great Britain as a percentage of all entrants.

F O level science passes as a percentage of all O level passes.

Notes

1. The numbers of examination attempts and passes exceed those of pupils since most pupils take several subjects.

2. All data relate to England and Wales only except for those on entry to university.





[page 135]

SUMMARY OF DATA ON THE SWING

FIGURE 12


[page 136]

ANNEX E

EVIDENCE ON ACADEMIC QUALITY

(i) Academic Quality of School Leavers in England and Wales with A level passes

1. The growth of the sixth form and the movement away from science raise questions about the accompanying trends in academic quality. Applying the only available criterion, that of A level performance, it would appear that the growth of the sixth form has not resulted in a dilution of academic quality among school leavers holding A level passes; and that, while the science stream has lost ground to other streams at all levels of A level achievement, within the Science Group the quality of pupils is undiminished. The grounds for using this criterion set out below. Briefly,

(i) Pupils with higher numbers of passes tend to get higher grades of pass (paragraphs 5-6):

(ii) Most pupils entering university with G.C.E. qualifications obtain three or more passes: for example 85 per cent of school-leavers entering university in 1966 had three or more A levels. There has been shown to be a close correlation between the quality of A level grade combinations (1) and the proportion of applicants with a given combination accepted for university entrance (paragraph 7):

(iii) There is a direct relationship between A level performance and subsequent degree performance: an appreciably higher proportion of those with top-class A level performance, for instance, obtain first class honours degrees than of those with lower A level grade combinations: this is true of all fields of study and particularly true of science and of technology; it is likewise true of both men and women (paragraph 8).

The limitations of the criterion of A level performance were noted in the Interim Report and there are the difficulties of comparing performances in different subjects. But the evidence would suggest that among subjects held by pupils entering university this measure may usefully be applied. The great majority of subjects taken by pupils with three or more passes fall into this group.

2. Applying this measure, it may be seen from Table 50 that over the period 1960-61 to 1965-66 there is no valid statistical evidence of a dilution in quality as shown by the proportions obtaining 0, 1, 2, or 3 or more passes.

3. Of those formally qualified for university entrance (two or more A level passes) a higher proportion of science specialists obtain three or more passes compared with arts specialists or the science-cum-arts pupils and this proportion has shown no downward trend in the period of the swing (Table 51). In this respect the quality of the science group exceeds that of other groups and this quality has been maintained in recent years.

4. The time series of Table 51 cannot be extended to include the School Leavers data for 1965-66 because of the change of classification that took place (cf. Annex B). A separate analysis of these data (Table 52) shows that the Science Group with two or more A level passes again contained the highest proportion of leavers with three or more passes (72 per cent) compared with the leavers with passes in the Non-science Group, or in the Mixed Group overall. The more detailed analysis possible for this year also reveals marked differences for those with passes in the

(1) Grade combinations of A level passes are defined as combinations of the best grades obtained in each of three subjects at A level. A grade of A, B, C, D or E may be awarded in each subject and the quality of A level grade-combination may accordingly range from AAA to EEE, for those with three A level passes; from AA to EE for those with two A level passes. If scores ranging from 5 for A to 1 for E are ascribed, a given grade-combination may be regarded as equivalent in quality to one or more others e.g, CCC, BCD. ACE may in this sense be regarded as equivalent. Grades may be grouped into classes as shown in Table 56.


[page 137]

Mixed Group depending on whether or not mathematics was one of the passes. In all cases where mixed subject passes included mathematics a higher proportion of pupils obtained three or more passes, the proportions often exceeding those for the Science Group. For example 70 per cent of girls with two or more passes, including mathematics, in the Mixed Group held three or more passes compared with 64 per cent of those with two or more passes in the Science Group.

(ii) A level Passes and Grades

5. One of the major examining boards, the Northern Universities Joint Matriculation Board, provided the Enquiry with substantial details of the achievements of the candidates entering for their A level examinations in the years 1963 to 1966. From these data it is possible to compare the grades achieved by candidates obtaining two passes with those of candidates passing three or more subjects (Table 53).

6. The coverage is not complete, for instance students with a combination of passes from more than one subject group are not included in the analysis. Nevertheless the pattern that emerges is very definite; candidates with three or more passes obtain better average grades than do those obtaining passes in two subjects. For those candidates obtaining three or more passes there was no difference in the spread of the average grades between subject groups, but those obtaining two passes in arts or in the social sciences obtained rather better grades than those with two passes in science subjects. The statistics for the last four years (Tables 54 and 55) show that there has been relatively little change in the spread of average grades obtained by candidates in these years.

(iii) A Level Performance and University Entry

7. The Statistical Supplement to the Fourth Report of the Universities Central Council on Admissions gave evidence relating the A level performance of candidates for university entry to the proportion accepted in October 1966. Table 56 below gives a more detailed analysis for candidates entering university in October 1966, by the subject indicated as their first preference. The subjects covered in this Table are physics, chemistry, biology and mathematics (which amounted to about 57 per cent of the science entry), civil, electrical, mechanical and chemical engineering (about 50 per cent of the engineering and technology entry); English, French, and history (about 46 per cent of the arts entry); and economics, geography, law and sociology (about 58 per cent of the social science entry). To the extent that many candidates with higher A level grade combinations in fact return to school (possibly with entry to Oxford or Cambridge in mind) the percentages shown in Table 56 inadequately represent the full degree of correlation between A level achievement and entry to university. On this simplified basis the Table shows these main points:

(i) In all subject groups the proportion of acceptances tends to decline as the quality of A level grade combination decreases;

(ii) The decline in the proportion accepted was more marked in arts and social sciences than in science, engineering and technology;

(iii) Taking all subjects together there was a close correlation between A level grade combination and the proportion of acceptances.

(iv) A level Performance and Class of Degree

8. The Universities Central Council on Admissions has also analysed the degree results of a sample of students entering university in October 1963 and compared them with A level performance. The analysis, published in the Statistical Supplement to the Fourth Report, shows that those with higher grades of A level pass usually obtain better results in final degree examinations and that this was true for all faculties covered. For example, in science 39 per cent of candidates with three A level passes in U.C.C.A. classes 1.3 and 2.3, gained first or upper second class degrees compared with 23 per cent for classes 3.3 and 4.3. In technology the corresponding proportions were 49 per cent and 23 per cent (Table 57).


[page 138]

TABLE 50

NUMBER OF PASSES OBTAINED BY SCHOOL LEAVERS WHO ATTEMPTED G.C.E. A LEVEL (1)

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[page 139]

TABLE 51

SCHOOL LEAVERS WITH TWO OR MORE A LEVEL PASSES (1)

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[page 140]

TABLE 52

SCHOOL LEAVERS IN 1965-66 WITH THREE OR MORE A LEVEL PASSES, EXPRESSED AS A PROPORTION OF TOTAL WITH TWO OR MORE (1)

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[page 141]

TABLE 53

AVERAGE GRADE ACHIEVED BY CANDIDATES (1) OBTAINING TWO OR THREE A LEVEL PASSES IN THE JOINT MATRICULATION BOARD EXAMINATIONS (2)

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[page 142]

TABLE 54

STUDENTS WITH THREE A LEVEL PASSES IN JOINT MATRICULATION BOARD EXAMINATIONS (1)

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[page 143]

TABLE 55

STUDENTS WITH TWO A LEVEL PASSES IN JOINT MATRICULATION BOARD EXAMINATIONS (1)

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[page 144]

TABLE 56

CANDIDATES FOR UNIVERSITY ENTRY IN OCTOBER 1966 BY SUBJECT OF FIRST PREFERENCE AND BY A LEVEL GRADES
ENGLAND AND WALES

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[page 145]

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[page 146]

TABLE 57

CANDIDATES ENTERING A UNIVERSITY IN 1963 BY A LEVEL ACHIEVEMENT AT ENTRY AND CLASS OF DEGREE AT GRADUATION 1966


[page 147]

ANNEX F

STATISTICAL EVIDENCE ON THE TEACHING ENVIRONMENT IN ENGLAND AND WALES

This Annex sets out the statistical basis for Chapter III on the teaching environment. The data are taken from the results of the Curriculum Survey; the results of the Survey will be published subsequently.





[page 148]

TABLE 58

LEVEL OF QUALIFICATIONS OF TEACHERS IN VARIOUS TYPES OF SECONDARY SCHOOL, NOVEMBER 1965

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[page 149]

TABLE 59

LEVEL OF QUALIFICATIONS OF TEACHERS WITH CERTAIN SUBJECTS OF QUALIFICATION (1), NOVEMBER 1965
All secondary schools

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[page 150]

TABLE 60

AGE DISTRIBUTION OF FULL-TIME TEACHERS IN VARIOUS TYPES OF SECONDARY SCHOOL, NOVEMBER 1965

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[page 151]

TABLE 61

AGE DISTRIBUTION OF FULL-TIME TEACHERS WITH CERTAIN SUBJECTS OF QUALIFICATION,(1) NOVEMBER 1965
All secondary schools

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[page 152]

TABLE 62

AGE DISTRIBUTION OF FULL-TIME TEACHERS IN CERTAIN SUBJECT GROUPS (1) BY CLASS OF DEGREES, NOVEMBER 1965
All secondary schools

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[page 153]

TABLE 63

PERCENTAGE OF ALL TUITION TIME GIVEN TO TEACHING CERTAIN SUBJECTS, (1) NOVEMBER 1965
(i) ALL YEARS OF COURSE

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[page 154]

TABLE 63 - continued

PERCENTAGE OF ALL TUITION TIME GIVEN TO TEACHING CERTAIN SUBJECTS, (1) NOVEMBER 1965
(ii) FIRST TO THIRD YEARS OF COURSE

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[page 155]

TABLE 63 - continued

PERCENTAGE OF ALL TUITION TIME GIVEN TO TEACHING CERTAIN SUBJECTS, (1) NOVEMBER 1965
(iii) FOURTH AND FIFTH YEARS OF COURSE

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[page 156]

TABLE 63 - continued

PERCENTAGE OF ALL TUITION TIME GIVEN TO TEACHING CERTAIN SUBJECTS, (1) NOVEMBER 1965
(iv) SIXTH TO EIGHTH YEARS OF COURSE

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[page 157]

TABLE 64

TUITION PROVIDED BY FULL-TIME TEACHERS IN THE SUBJECT GROUP IN WHICH THEY ARE QUALIFIED, NOVEMBER 1965

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[page 158]

TABLE 65

PERCENTAGE OF TUITION (1) PROVIDED IN CERTAIN SCIENCE SUBJECTS BY TEACHERS NOT QUALIFIED IN THE SUBJECTS, NOVEMBER 1965
ALL SECONDARY SCHOOLS

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[page 159]

ANNEX G

UNIVERSITY OF ESSEX IN ASSOCIATION WITH THE ROYAL STATISTICAL SOCIETY

PROJECT ON FACTORS INFLUENCING CHOICE OF HIGHER EDUCATION

Note on the influence of the school curriculum on the flow of pupils into higher education, particularly the universities

by

Professor G. A. Barnard, Miss M. D. McCreath and Mrs. J. Freeman

Summary

Information from the project on factors influencing choice of higher education supports the hypothesis that the pre-specialisation which commonly occurs two years before O level in practice determines the O levels and A levels a child will take, the type of higher education at which a child will aim, and, for the university applicant, the faculty to which he will apply. Preliminary results are available giving the institutions at which the pupils were aiming before the G.C.E. examinations were taken in the summer of 1967, and before they had the results of their applications to universities and colleges. The follow-up, now taking place, is needed to assess the accuracy of the predictions made from certain O level combinations. If the hypothesis is proved, the implication will be that the pools from which the major university faculties will draw their 1971-72 applicants are almost certainly fixed now, and only a radical change will cut the too-powerful connection between A level subjects as now structured and university course requirements.

(i) Scope of project

1. The project is an intensive investigation of the transition between school and higher education, the latter being interpreted in a wide sense as covering universities, colleges of education and technical and other colleges of further education. It is designed to throw light on the demand for higher education, particularly how this is shaped and influenced by certain characteristics of school organisation and family background. All types of school in England and Wales with pupils over 16 (independent, direct grant, and maintained, including secondary modern) have been covered as well as technical colleges with full-time A level students.

2. The approach is factual and the emphasis is on broad trends rather than the highly individual differences between schools or pupils. It is hoped to discover the patterns of demand for higher education from schools grouped in various ways, e.g. geographically, by type, age range, numbers in the sixth form and how long it has been established, proportion going on to higher education, range of courses offered, time of specialisation, staffing, arrangements for advising on careers and higher education.

3. Besides information from the schools and colleges as outlined above, there are the data from fifth and sixth-formers and full-time A level students comprising their educational history in terms of G.C.E., their career aims and their applications to higher education institutions.

4. The material which was collected in the spring of 1967 gives the aims of some 11,000 sixth-formers and 9,000 fifth-formers in 124 schools, and 2,000 A level students in 22 technical colleges. Since then the G.C.E. examinations and results of applications to universities and colleges have intervened.


[page 160]

(ii) University entry requirements and the school curriculum

5. The main hypothesis being tested at this stage is that the specialisation which commonly occurs two years before O level determines the O levels and A levels a child will take, the type of higher education at which a child will aim, and, for the university applicant, the faculty to which he will apply.

6. This hypothesis is the result of looking at university entry requirements, the organisation of the curriculum within the schools and the relation between the pupil's O and A level subjects, as well as extensive pilot work in schools. It is not incompatible with the official statistics but it cannot be tested completely until material is available from the follow-up, now taking place. The preliminary saw tabulations afford the hypothesis some support.

7. The study will expand on Chapter 29 of the Crowther Report where pre-specialisation was discussed, and on the analysis of school leavers' O level achievements in the Statistics of Education (1). The two main ways in which this will be done are through a more detailed classification of O level subjects than has yet been made, and by basing much of the analysis on the subjects the pupil has carried to O level standard before entering the sixth and starting A level work.

8. The aim is to map out certain features of the structure of the secondary education system so as to point with greater clarity to the effect of this structure on the pupils passing through it. The present Note has been prepared with the idea of throwing light on the way the system appears to be operating, particularly as it affects university applications for science and social studies.

9. It is suspected that the effect of the system on those passing through is to enforce a general pattern which is, to a large extent, predetermined by the group of subjects included in their curriculum at age about thirteen. The hypothesis will test to what extent this is indeed the case amongst all pupils in the schools (2).

(iii) Planning the school curriculum to meet university entry requirements

10. The majority of schools where both O and A level examinations are taken send pupils to university and those which do not will sooner or later find they have young people wishing to apply. The schools are anxious to help them towards this goal, and indeed have always regarded it as a major part of their work to encourage and prepare their pupils for university entrance. But only some of the upper sixth (which is unlikely to have more than 50 pupils except in very large schools) will be applying to university and the needs of the other children have to be considered. Since the university entry requirements are the most stringent in higher education, however, they exert the strongest influence on school organisation and so the argument in this Note centres on their effect on the curriculum.

11. Because the numbers applying to university from any school each year are rarely very large, the schools tend to see the universities as a single body (which is not how the universities regard themselves) and university entry requirements for the various faculties are regarded as having a degree of coherence both with regard to the standard to be attained and the area of knowledge to be covered. It is on the basis of this resultant picture of university entry requirements that schools organise their curriculum, especially during a period of competition for university places. They must plan so as to give their pupils the maximum opportunity

(1) Statistics of Education, Part Three 1965 (Table 17) published by the Department of Education and Science.

(2) There is an equally important but complementary approach to the study of the transition between school, and higher education and career. This studies individual children and, as they progress through the education system, notes the effect of personality and motivation as well as detailed differences in the schools they attend and in the entry requirements of universities.


[page 161]

to qualify for a university place, and in this context the critical considerations are those for the capable but not exceptionally able pupil, who may not yet have made up his mind on either career or higher education course.

12. There is no faculty which at some university does not have a three A level entry requirement; some prescribe what these A levels should be. Schools planning a curriculum must take this into account or accept that their pupils will be qualified to compete for only a limited number of the available university places in a faculty. They also realise that some A level attempts will be unsuccessful. The fact that the vast majority of those taking G.C.E. who subsequently obtain university places have three or more subjects at A level (3) suggests that the schools do not limit their pupils by sixth form courses covering less than three A level subjects. Although there are university places for those with less than three A levels and for those with unusual combinations of subjects, schools cannot afford to plan a two-year sixth form curriculum on exceptions. When the time comes to fill in an U.C.C.A form these exceptions play a part in deciding for which particular course individual pupils will apply, but this does not alter the schools' primary responsibility to cater for many different pupils applying to a variety of universities. In contrast the universities' responsibility is for the individual pupils they accept from a variety of schools; those accepted for any particular course have in common a basic education because they meet certain specified requirements the university itself has laid down. How they achieve these requirements is not the direct concern of the universities; it is sufficient that those pupils who are accepted meet the conditions.

13. Two examples are given of the type of interaction which has been described. The first is from the science side, the second from the arts.

14. Schools are preparing their pupils for engineering through courses leading to three A levels since some large engineering schools ask for that number. A further reason for a three A level curriculum is that other science-based faculties, at which other members of the science sixth will be aiming, usually require three A levels. At a large engineering college, where a high proportion of the applicants put the college as first choice on their U.C.C.A. form, the entry requirements for the mechanical engineering course are two A levels, but of the applicants who get in almost all have three or more. The result of the interaction between the school curriculum and the university entrance requirements in this case is that the college, without asking, gets good students with three or more A levels and still has the freedom, if it wishes, to admit an exceptionally promising person with two.

15. On the arts side those wishing to read English literature apply from the arts sixth form. Most English departments require their students to have passed the subject at A level, and some universities require or prefer three A levels. At a new university with a two A level entry requirement in unspecified subjects, and offering a broader course leading to a literature option, 85 per cent of the entry with G.C.E. qualifications had A level English literature. An entry requirement of two A levels is more common in arts than in science, yet well over half these entrants had three or more.

16. Since the schools are forced to plan sixth form courses with university entry requirements in mind and consequently cater for three A level courses, often in prescribed subject combinations, then it is time to look at how this affects the curriculum further down the school. Few subjects are started from the beginning

(3) U.C.C.A. Statistical Supplement 1964-65 Table A: 84 per cent of those with a G.C.E. qualification and known to be accepted for admission in October 1965 had three or more subjects at A level.


[page 162]

in the sixth form, a pre-requisite for most A level work being O level standard in the subject before entering the sixth. The schools must therefore ensure that by the time their pupils enter the sixth form the likely university applicants, particularly those aiming at arts or science (including engineering, medicine (4), agriculture etc.), have a sufficient O level base from which to proceed to their three A level subjects.

17. English language and mathematics are regarded as so basic a part of a child's education that no school preparing pupils for O level would design a curriculum which would preclude a child from attempting them later at O level, though some pupils, mainly girls, drop mathematics before O level. Apart from this, English language is so frequently a required O level pass for university entrance that any potential university applicant really needs it. With regard to mathematics, an O level pass is clearly a necessary requirement for almost any sixth-form science course, and increasingly it is becoming a requirement for social studies courses at university. O level mathematics is not necessary for entry to any arts faculty. On the other hand most successful applicants have it (5). As far as the remainder of the subjects is concerned, well before the O level year most pupils are channelled (6) towards the arts or the sciences in preparation for their A level subjects.

18. At what time the channelling begins depends on two things: whether a particular combination of subjects, as in the sciences, is a necessary basis for A level work and how long a school considers is necessary to prepare the pupil for the O level examination in the group of subjects. Most commonly two years is regarded as adequate, but a sizeable proportion of schools regard three, four or even five years as necessary. The main O level combinations attempted by pupils to qualify for the science sixth are drawn from mathematics and two separate sciences from biology, botany, chemistry, physics and zoology (7). Another route, offered by considerably fewer schools, is through mathematics, biology and physics-with-chemistry. Commencing a second language (or third if Latin is already being taken) marks a route to the arts sixth.

19. Because of the link between A level work and university entry requirements, this channelling applies most strongly to those aiming at arts or science-based faculties. The A level requirements for social studies are open, so that the faculty can draw applicants widely from the whole range including those qualified for arts and for science. Among those qualified for arts and for science who apply, a higher proportion can be expected from the arts side, not least because history remains firmly on that side in all schools, and geography also in some. Among the remainder of the social studies applicants there is a group which has come up through a new route developing in certain schools, particularly large boys' schools, where economics, economic history and British constitution have been introduced into the curriculum mainly at A level. Given the tradition of tailoring the curriculum to meet university entry requirements, and because of the necessity of select-

(4) A few will enter from the arts side and do a preliminary year at university or medical school.

(5) Statistics of Education. Part Three 1965. Table 17: of the successful university applicants, 97 per cent had English language: 94 per cent had mathematics: 92 per cent had both. Those without passes had probably failed rather than never attempted.

(6) None of the eight examining boards offers less than 31 O level subjects and two offer as many as 56. At A level the number offered varies from 23-41. These figures exclude all the unusual languages, some of which are offered at both O and A level. This means that selection among the subjects which will be offered for examination at O level is inevitable, and their multiplicity increases the opportunity for specialisation.

(7) A pupil who is attempting both General Science I and General Science II at O level on the Joint Matriculation Board examinations would fall into this classification.


[page 163]

ing from the range of subjects which can be taken at A level (8), it is not surprising that there is a move in some schools to establish a third route rather than exploit the freedom of the present situation.

(iv) Analysis of O level subjects to predict freedom of choice remaining for A level work and university faculty

20. The subjects which a pupil is attempting at O level are amenable to an analysis which will indicate the possibility of the pupil applying to an arts, science-based or social studies faculty of a university. The diagrams below show how certain O level subjects have been classified so that a judgement may be made from each pupil's O level attempts (9) about the possibility that he will do A level work in arts, science or social studies (10). English language and mathematics attempts at O level have been made a pre-requisite for eventual work in any university faculty.

(a) Arts subjects

21. The diagram below shows how the possibility of a pupil's entering the arts sixth can be assessed:

(8) See Footnote (6), page 162.

(9) Subjects in which pupils are by-passing the O level examination to attempt at A level are counted as equivalent to O level attempts.

(10) It is possible for a pupil to take further O level subjects in the sixth and thus extend the range of university faculties or places for which he can apply but there is scarcely time in a two year sixth-form course to obtain both O and A level passes in the same subject starting from the beginning. Latin is the O level subject most likely to be taken in the sixth for the purpose of fulfilling university entrance requirements. There are a few schools where the subject is not taught below the sixth form. A very small number of intending medical students may begin biology in the sixth for A level.

There is an opportunity, too, to retake subjects after failure but it is unlikely that a pupil will choose as A level subjects those in which he has done badly at O level. On the other hand there is the possibility of recouping English language or mathematics and this is important.


[page 164]

Where arts subjects are defined as:

English literature
History
Ancient/Greek/Roman history
Greek and Roman literature
Welsh language
Welsh literature
Greek
French
German
Italian
Russian
Spanish
Latin at O level has been made a condition of a child being well equipped for an arts A level course with a view to university entrance, because by far the greater number of universities require O level Latin and an even greater percentage of places are dependent upon it. A child really well equipped for the arts sixth has O level Latin and at least two other arts subjects. A child not so well equipped would enter the arts sixth without Latin, but with at least two arts subjects still in his timetable during his O level year.

(b) Science subjects

22. The diagram below shows how the possibility of a child's entering the science sixth can be assessed:

Where separate and combined science subjects are defined as:

Separate sciences (7)Combined sciences
Biology
Botany
Zoology
Physics
Chemistry
Geology
Physics-with-chemistry
General science
Additional general science
Engineering science
Human biology/anatomy, physiology and hygiene
Agricultural/horticultural science/rural biology


[page 165]

The overwhelming number of university science-based courses, mathematics excepted, require two science subjects at A level or one at A level and the other at O level.

(c) Social Studies subjects

23. For reasons outlined earlier in this Note, the route to social studies is not so clearly defined as those to arts and science. In those schools where the pattern is developing the following diagram assesses the possibility of eventual specialisation in the social studies field. It can also be used more tentatively for pupils from schools where there is as yet no sign of a definite route:

Where social studies subjects are defined as:

Geography
British constitution/government/law
Economics
Economic history
and arts subjects as in (a) above.

(d) O level groups for prediction

24. Once a pupil's O level attempts have been inspected in the light of each of the three diagrams, it becomes possible to place him in one of the following twelve groups:

A Arts
B Arts or science
C Arts or social studies
D Arts or science or social studies
E Science or weaker arts (11)
(11) The term 'weaker arts' is used in the sense that the child has missing an essential requirement for many arts courses at several universities, which between them have a large number of undergraduate places for arts.


[page 166]

F Social studies or weaker arts
G Science or social studies or weaker arts
H Science
I Social studies
J Science or social studies
K Weaker arts
L Neither arts nor science nor social studies
25. From these groups (12) the prediction for a pupil who falls in group A would be that he was likely to attain the necessary qualifications for an arts faculty place and was likely to do arts subjects at A level. A pupil in group D, however, could qualify for arts, science or social studies at university according to his choice of subjects for A level work. In looking at these groups the provisos noted earlier, relating to the entry requirements for social studies and medicine (paragraph 19 and footnote (4)), ought to be kept in mind.

26. One result of analysing O level attempts in this systematic way is that it enables a calculation to be made as to how many and which O levels a child should attempt if he wishes to keep as many options as possible open for A level work and so delay a career commitment. Group D has kept the options open (13) and from the diagrams it is possible to deduce an eight O level group which would allow for A level work and thus university study in some branch of each of the major areas of study. This group would consist of:

English language
Mathematics
Latin
2 arts subjects
2 science subjects
1 social studies subject
The arts subjects are to be chosen from literature, history and foreign languages (both classical and modern). Although it is possible to reduce the number of subjects to seven by dropping the social studies subject (geography, British constitution, economics or economic history) and ensuring that one of the arts subjects is history, this means cutting out two of three areas - literature or classics or modern languages - and thus imposing a severe limitation on any future choice within the arts faculty. Pupils in group B may fall in this category.

27. The only way of spanning the physical and biological sciences within the eight O level group is by taking biology and physics-with-chemistry (14). This is obviously a weaker base for A level work in the physical sciences than would be provided by physics and chemistry taken as separate subjects.

28. This list of subjects raises several rather different questions. The first is what proportion of pupils is taking the group? Another is how valuable educationally is such a group of subjects taken during the years leading to O level?

(12) The concept of O level groups has been developed independent of pupils' ability other than as measured by the number of A levels normally achieved by university applicants and the subjects which must be taken at O and A level to meet the entry requirements of those university courses which specify the greatest number of subjects. The groups to which pupils belong from any one school are partly determined by the way the curriculum is organised in that school. Schools differ in organisation but they all have pupils they judge able.

(13) To keep the choice of university course completely free until entering the sixth and starting A level work would require a number of O level subjects far beyond what could reasonably be expected of any child, however able.

(14) Almost half of the 124 schools which participated in the project did not offer this combination of subjects.


[page 167]

A third is, that, given the proportion of children taking such a group is likely to be small, are pupils at 12, 13 or 14 either old enough, well enough informed about the nature of subjects or possible careers or even sure enough of their interests to make a choice of subjects which can involve cutting themselves off from the likelihood of qualifying to work in whole major fields?

29. Preliminary raw tabulations from the surveys give some measure of what is happening.

TABLE 1

FIFTH-FORMERS TAKING EIGHT OR MORE O LEVELS (1)

[click on the image for a larger version]

In Table 1 the pupils in group D have definitely kept the options open and so may those in group B. Groups G and E are comparable to D and B respectively but the pupils in them do not have Latin. If they choose the arts side in the sixth and aim at university, then they have two alternatives: the first is to try to get into a place where Latin is not required and the second to take O level Latin in the sixth in addition to a full A level load. To summarise the position in the fifth form, 6 per cent only of those taking eight or more O levels have definitely kept the options open and possibly 16 per cent, whilst for a further 39 per cent there is flexibility but it involves extra work in the sixth.

TABLE 2

SIXTH-FORMERS ATTEMPTING THREE OR MORE A LEVELS (1)

[click on the image for a larger version]

30. The contrast in the O level backgrounds of those firmly committed to either the arts or science sides (i.e. taking three or more A levels exclusively on either side) is shown in Table 2. The proportion of science specialists who have


[page 168]

two or more separate sciences at O level before entering the sixth is very high. It is almost double the proportion of arts specialists who have two or more modern languages. It should be pointed out that, as an introduction to science work at A level, two separate sciences at O level are shown to be more common than one separate plus one combined science.

31. About one-quarter of the sixth-form sample had no career in mind and, of those who had, no less than one-third claimed to have decided on it when aged 17 or over, i.e. when already embarked on their A level course.

(v) Implications

32. Over the years, and particularly since G.C.E. was introduced, a delicately balanced situation has arisen between those schools preparing pupils for the universities and the universities themselves. It is suggested that this is mainly the result of the changeover from a group examination to a subject examination with a proliferation of subjects at O and A level, combined with increased pressure on university places. By insisting that university candidates should have reached A level standard before leaving school in certain specified subjects and being able to fill the majority of university places with pupils who have three or more A levels, the sixth form has been left with little minority time and, unless O level subjects are very carefully chosen, some pre-specialisation is more or less inevitable at least two years before O level. It is this pre-specialisation which has led to a limitation of choice within the whole system and this is especially marked for those channelled towards science or modern languages.

33. The present shortage of science applicants for university places may well be one product of such a type of system. The real cause would not be at university entrance, nor at entry to the sixth form but, at a minimum, two years before attempting O level. There would, therefore, be a four to five year time lag between cause and effect, leaving aside the time necessary for what appeared as a fluctuation to become established as a trend and so cause concern. The system would also enable a prediction to be made about the growth in the numbers applying for social studies because of the flexible university course requirements and an increasing desire to go to university.

34. In the present situation marginal changes by individual universities in their entry requirements will have little effect. The most desired institutions and the most desired subjects can afford to make concessions in the knowledge that the majority of their candidates will continue to have the same qualifications, though they may pick up the odd promising but unconventionally qualified person through the concession. What is needed to break the impasse is a radical change which will cut the too-powerful connection between A level subjects as now structured and university course requirements. The inertia in the system is such that the pools from which the major university faculties will draw their 1971-72 applicants are almost certainly fixed now. The raw tabulations from the national surveys of the fifth-formers and sixth-formers give no reason for complacency. Data from the follow-up, now taking place, is vital to assess the accuracy of the prediction made from the O level groupings which have been devised, and thus provide further information for the current debate on the sixth-form curriculum.

October, 1967.


[page 169]

INDEX TO TABLES

(a) Tables in the text

page
1. Number of pupils in all schools in first year of the sixth form on A level courses: actual and estimated9
2. Main destinations of school leavers with A level passes in 1965-6616
3. School leavers in 1965-66 entering university with two or more A level passes17
4. School leavers in 1965 with two or more A level passes entering university18
5. Estimated initial home entrants to university including the former Colleges of Advanced Technology, by faculty19
6. School leavers with one or more G.C.E. A level passes entering colleges of education21
7. School leavers entering colleges of education22
8. Students on courses in further education other than those on G.C.E O and A level courses distinguishing those following science and technology courses: November 196524
9. Students on G.C.E A level courses in further education establishments25
10. Estimated number of initial home entrants to full-time advanced courses (including sandwich courses) in further education establishments25
11. 'Fall-off' of sixth form pupils from A level courses27
12. Comparison of boys and girls following science28
13. G.C.E. A level summer examinations31
14. Full-time teachers, with qualifications in particular subjects, November 196536
15. Tuition provided by full-time teachers in the field of subjects in which they are qualified, November 196539
16. Proportion of tuition in subjects from teachers without qualifications in the subjects, November 196540
17. Proportion of science teaching from teachers without qualifications in science, November 196540
18. Percentage of tuition in science and languages received from full-time graduate teachers qualified in the subject, November 196542
19. S.V and S.VI pupils as percentages of the relevant age groups (Scotland)47
20. Numbers and percentages of S.V and S.VI pupils with the course structures shown - including English (Scotland)53
21. Numbers and percentages of S.V and S.VI pupils with the course structures shown - excluding English (Scotland)54
22. Percentages of total number of S.IV, S.V and S.VI pupils studying certain subjects (Scotland)55
23. Percentages of school leavers with three or more Higher grades who possess a Higher grade in mathematics - 1966 (Scotland)59
24. Percentages of qualified school leavers with an Ordinary grade but no Higher grade in mathematics - 1966 (Scotland)59
25. Proportions of candidates expected to sit Ordinary grade examinations on the new syllabuses in physics and chemistry (Scotland)59
26. Proportions of candidates expected to sit Ordinary grade examinations on the new syllabus in mathematics (Scotland)60
27. School leavers with two Higher grades and more (Scotland)62
28. Destinations of qualified leavers - 1966 (Scotland)63
29. Science, non-science bias of school leavers with three Higher grades and more - percentage of all school leavers falling into the category shown - 1966 (Scotland)64
30. School leavers entering university with 3 Higher grades or more - 1966 (Scotland)65

(b) Tables in Annex C

31. Estimated potential population from which entrants to the sixth form can be drawn107
32. Boys on A level courses in sixth forms: all schools108
33. Girls on A level courses in sixth forms: all schools109
34. Pupils on A level courses in the first year of the sixth form 1962-71; number and as percentage of total and of potential population110
35 A level pupils staying on for a third year in the sixth form111
36. G.C.E O level summer examinations: 1960 to 1966: Boys112
37. G.C.E. O level summer examinations: 1960 to 1966: Girls113
38. C.S.E. examinations, 1965 and 1966114
39. Passes in G.C.E. O level and Grade 1 of C.S.E. examinations114
40. G.C.E A level summer examinations: 1960 to 1966: Boys115
41. G.C.E. A level summer examinations: 1960 to 1966: Girls116


[page 170]

page
42. School leavers with one or more A level passes 1960-61 to 1964--65: Boys117
43. School leavers with one or more A level passes 1960-61 to 1964-65: Girls118
44. School leavers with one or more A level passes 1960-61 to 1964--65: Boys and Girls119
45. Changes in number of school leavers with one or more G.C.E. A level pass120
46. School leavers with passes at A level: 1964--65
  (i) Boys with one or two passes121
  (ii) Boys with three or more passes in lower grade combinations122
  (iii) Boys with three or more passes in higher grade combinations123
47. School leavers with passes at A level 1964--65
  (i) Girls with one or two passes124
  (ii) Girls with three or more passes in lower grade combinations125
  (iii) Girls with three or more passes in higher grade combinations126
48. School leavers with two or more passes in the G.C.E A level examinations: 1965-66127
49. School leavers in 1965-66 with two or more A level passes who planned to enter university by proposed subject of study128

(c) Tables in Annex E

50. Number of passes obtained by school leavers who attempted G.C.E A level138
51. School leavers with two or more A level passes139
52. School leavers in 1965-66 with three or more A level passes expressed as a proportion of total with two or more140
53. Average grade achieved by candidates obtaining two or three A level passes in the Joint Matriculation Board examinations141
54. Students with three A level passes in the Joint Matriculation Board examinations142
55. Students with two A level passes in the Joint Matriculation Board examinations143
56. Candidates for university entry in October 1966 by subject of first preference and by A level grades, England and Wales144
57. Candidates entering a university in 1963 by A level achievement at entry and class of degree at graduation 1966146

(d) Tables in Annex F

58. Level of qualification of teachers in various types of school, November 1965148
59. Level of qualification of teachers with certain subjects of qualification, November 1965149
60. Age distribution of full-time teachers in various types of secondary school, November 1965150
61. Age distribution of full-time teachers with certain subjects of qualification, November 1965151
62. Age distribution of full-time teachers in certain subject group by class of degree, November 1965152
63. Percentage of all tuition time given to teaching certain subjects, November 1965
  (i) All years of course153
  (ii) First to third years of course154
  (iii) Fourth and fifth years of course155
  (iv) Sixth to eighth years of course156
64. Tuition provided by full-time teachers in the subject group in which they are qualified, November 1965157
65. Percentage of tuition provided in certain science subjects by teachers not qualified in the subject, November 1965158

(e) Tables in Annex G

1. Fifth formers taking eight or more O levels167
2. Sixth formers attempting three or more A levels167




[page 171]

INDEX TO FIGURES

(a) Figures in the text

page
1. Flow of pupils through schools and into higher education: England and Wales (1)7
2. Population of 18 year olds in England and Wales
  Source: Statistics of Education 1966, Vol. 1, Table 43
10
3. Proportion of the age-group on first year A level courses in the sixth form
  Source: Table 34 in Annex C
11
4. Pupils in schools:
A. 16 year olds12
B. 18 year olds
  Source: Statistics of Education 1966, Vol. 1, Table 44
12
5. Proportion of first year sixth on each type of A level course
  Source: Table 34 in Annex C
13
6. Projections of numbers in the first year of the sixth form studying on A level courses
  Source: Table 1
14
7. Proportion of candidates for entry to university applying and admitted to science and technology faculties
  Source: Fourth Report of the Universities Central Council on Admissions
20
8. Population of 17 year olds in Scotland48
9. Pupils in schools in Scotland49

(b) Figures in Annex D

10. Boys: Summary of data131
10. Girls: Summary of data133
12. Summary of data on the swing; boys and girls135



(1) Notes to Figure 1:

(a) Those in the first or third year of the sixth form.
(b) Of these, 35,000 school leavers, 18,000 were science specialists of whom 15,000 were entering science faculties at university.
(c) There is a movement from non-advanced courses into higher education but this is not yet fully documented.
(d) A cohort is here defined as any group of students who are potential entrants to G.C.E Ordinary level examinations in any one year.