This collection of STEM educational reports, produced by a number of organisations, concern how mathematics is assessed. Topics discussed in the reports include;

• An analysis, by the Department of Education, of the effects of early entry to GCSE.
• A report from the Nuffield Foundation exploring...

This collection of STEM education reports explores mathematics professional development. The reports include:

• Researching Effective CPD in Mathematics Education - The aim of this project was to provide advice, guidance and recommendations to be used by NCETM to inform future planning, as well as to...

This collection of reports explores the teaching and learning of mathematics. The reports include:

• Mathematical Needs - The project comprised two reports which looked at the mathematical needs of Higher Education and employment and examined the mathematical needs of learners.
• Deep Progress in...

This collection contains a variety of reports published by a number of organisations comparing mathematical performance across countries. The reports include:

• Primary Problems - a First Curriculum for Mathematics, produced by Politeia, which responds to the developments in the educational reform of...

This series of textbooks for students from ages five to thirteen, published by Addison Wesley, was written by teachers for students with the aim of inspiring them by giving them a lively sense of interest and pleasure in mathematics and its creative use in everyday living. It was concerned with more than the...

A resource from the National Curriculum Council (NCC). This booklet from Her Majesty’s Inspectorate (HMI) was a response to Mathematics from 5 to 16 1985, which was the third in a series intended to stimulate discussion about the curriculum as a whole and about...

This collection of five publications, from the Mathematics Centre at the University of Chichester, is a particular offering for teachers of children in primary schools who wish to widen and enrich mathematics in their classrooms and encourage students to carry out some of their own mathematical work. Although the...

The National Curriculum for Mathematics was introduced into England, Wales and Northern Ireland as a nationwide curriculum for primary and secondary state schools following the Education Reform Act 1988. The purpose of the National Curriculum was to standardise the content taught across schools in order to raise...

The 1989 document was replaced by a revised version, Mathematics in the National Curriculum (1991). A major aim of the revision was to make assessment more manageable, whilst keeping the content of mathematics unchanged. The revisions came into force on 1 August 1992.

The 14 Attainment Targets (ATs) were...

In 1993 Sir Ron Dearing, Chairman of the School Curriculum and Assessment Authority (SCAA), reviewed the whole national curriculum and made recommendations on slimming down the curriculum, and improving its administration. The revised curriculum which was implemented from August 1995 was not to be altered for five...

Although the Qualifications and Curriculum Authority (QCA) carried out a radical overhaul of the curriculum, the mathematical content hardly changed. Key Stages One, Two and Three had their own Programmes of Study (PoS). Key Stage Four was now divided into Foundation and Higher. The PoS set out what students should...

This collection contains a variety of models and extensive notes and activities by Arthur Owen OBE. 

This booklet, from the Mathematics Centre at the University of Chichester, contains accounts of how some students aged eight and nine became involved in starting to carry out some of their own mathematical explorations. The accounts focus on the first hour or so of five...

This booklet, the Mathematics Centre at the University of Chichester, contains accounts of how some students aged nine and ten became involved in starting to carry out some of their own mathematical explorations. The accounts focus on the first hour or so of five...

This booklet, the Mathematics Centre at the University of Chichester, contains accounts of how some students aged ten and eleven became involved in starting to carry out some of their own mathematical explorations. The accounts focus on the first hour or so of five...