Research and analysis

Good practice in primary mathematics: evidence from successful schools

Ofsted survey report identifying good practice in the teaching of early mathematics.

Documents

Good practice in primary mathematics

This file may not be suitable for users of assistive technology. Request an accessible format.

If you use assistive technology (eg a screen reader) and need a version of this document in a more accessible format, please email enquiries@ofsted.gov.uk. Please tell us what format you need. It will help us if you say what assistive technology you use.

Good practice in primary mathematics

This file may not be suitable for users of assistive technology. Request an accessible format.

If you use assistive technology (eg a screen reader) and need a version of this document in a more accessible format, please email enquiries@ofsted.gov.uk. Please tell us what format you need. It will help us if you say what assistive technology you use.

Good practice in primary mathematics: report summary

This file may not be suitable for users of assistive technology. Request an accessible format.

If you use assistive technology (eg a screen reader) and need a version of this document in a more accessible format, please email enquiries@ofsted.gov.uk. Please tell us what format you need. It will help us if you say what assistive technology you use.

Good practice in primary mathematics: report summary

This file may not be suitable for users of assistive technology. Request an accessible format.

If you use assistive technology (eg a screen reader) and need a version of this document in a more accessible format, please email enquiries@ofsted.gov.uk. Please tell us what format you need. It will help us if you say what assistive technology you use.

Detail

This Ofsted survey report examines the work of schools that have strong track records of high achievement in mathematics. It identifies characteristics of effective practice in building pupils’ knowledge, skills and understanding of number so that they demonstrate fluency in calculating, solving problems and reasoning about number. Some key common factors emerge that might be more widely replicated, as well as some differences between the schools.