problem? what problem? michael grove (maths, stats & or network) [email protected]

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Problem? What Problem? Michael Grove (Maths, Stats & OR Network) [email protected]

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Page 1: Problem? What Problem? Michael Grove (Maths, Stats & OR Network) M.J.Grove@bham.ac.uk

Problem? What Problem?

Michael Grove (Maths, Stats & OR Network)

[email protected]

Page 2: Problem? What Problem? Michael Grove (Maths, Stats & OR Network) M.J.Grove@bham.ac.uk

The current perspective…

“…it has been widely recognised that mathematics occupies a rather special position. It is a major intellectual discipline in its own right, as well as providing the underpinning language for the rest of science and engineering and, increasingly, for other disciplines in the social and medical sciences. It underpins major sectors of modern business and industry, in particular, financial services and ICT. It also provides the individual citizen with empowering skills for the conduct of private and social life and with key skills required at virtually all levels of employment.”

Professor Adrian Smith (Making Mathematics Count, 2004)

Page 3: Problem? What Problem? Michael Grove (Maths, Stats & OR Network) M.J.Grove@bham.ac.uk

But…

“The Inquiry [into Post-14 mathematics education] has therefore found it deeply disturbing that so many important stakeholders believe there to be a crisis in the learning and teaching of mathematics in England…”

Professor Adrian Smith (Making Mathematics Count, 2004)

Page 4: Problem? What Problem? Michael Grove (Maths, Stats & OR Network) M.J.Grove@bham.ac.uk

Three areas for concern…

1. The current curriculum & qualifications framework fails to meet the needs & requirements of learners, Higher Education and employers.

2. A shortage of specialist mathematics teachers within schools.

3. A lack of a support infrastructure to provide CPD and resources in support of excellence in the teaching of mathematics.

Page 5: Problem? What Problem? Michael Grove (Maths, Stats & OR Network) M.J.Grove@bham.ac.uk

But what is the effect upon HE?

• A steady decline over the past 15 years of fluency in basic mathematical skills and of the level of mathematical preparedness of students accepted onto degree course programmes.

• An increasing inhomogeneity in the mathematical attainments & knowledge of students entering science and Engineering degree programmes.

Measuring the Mathematics Problem (2000)

Page 6: Problem? What Problem? Michael Grove (Maths, Stats & OR Network) M.J.Grove@bham.ac.uk

And the evidence for this?

Todd, K. L. (2001), Diagnostic Testing for Mathematics

Page 7: Problem? What Problem? Michael Grove (Maths, Stats & OR Network) M.J.Grove@bham.ac.uk

And the evidence for this?

Source: UCAS

'Accepts' onto HE Degree Programmes

0

10000

20000

30000

40000

50000

6000019

99

2000

2001

2002

*

2003

*

2004

*

Year

Num

ber

of S

tude

nts Mathematics

Statistics

Physics

Computer Science

Engineering (All)

Economics

Total

Page 8: Problem? What Problem? Michael Grove (Maths, Stats & OR Network) M.J.Grove@bham.ac.uk

And the evidence for this?

Trends in A-levels Mathematics

0

10000

20000

30000

40000

50000

60000

70000

1998 1999 2000 2001 2002 2003 2004 2005 2006Year

Num

ber

of S

tude

nts

Total Studying A-Level Maths A B C D E, N, U

Source: Education Guardian

Page 9: Problem? What Problem? Michael Grove (Maths, Stats & OR Network) M.J.Grove@bham.ac.uk

And the evidence for this?

Source: Education Guardian & UCAS

Comparison of A-level and Degree Numbers

0

10000

20000

30000

40000

50000

60000

70000

80000

1998 1999 2000 2001 2002 2003 2004 2005 2006

Year

Nu

mb

er o

f S

tud

ents Total Studying A-

Level Maths

Accepts toDegreeProgrammes

Page 10: Problem? What Problem? Michael Grove (Maths, Stats & OR Network) M.J.Grove@bham.ac.uk

How have universities responded?

Universities have reacted to this change in the abilities of students commencing mathematics and mathematics related programmes:

– Change in 1st year course content– Bridging courses– Maths support (centres).

Page 11: Problem? What Problem? Michael Grove (Maths, Stats & OR Network) M.J.Grove@bham.ac.uk

And the resources produced?

• Paper Based Resources:– Facts & Formulae Leaflets;– Refresher Guides.

• Web Based Support:– Mathcentre (www.mathcentre.ac.uk)– Online Statistics Glossary (STEPs)

• Video Based Support– Mathtutor (www.ebst.co.uk/algebra)

• Diagnostic Testing & Assessment– STACK (www.stack.bham.ac.uk)