We believe that a high-quality mathematics curriculum is essential in order for children to develop the maths skills and knowledge that they will need throughout their lives. We want children to develop a love of maths, confidently solving problems and sharing their knowledge.

We want children to develop:

  • fluency in the fundamentals of mathematics - the ability to rapidly recall number facts and understand mathematical concepts and to be able to apply their knowledge to a range of increasingly complex problems.
  • reasoning skills - to use their mathematical knowledge and prior experiences to follow a line of enquiry,  apply logical and critical thinking, make connections and find solutions. Crucially they will be able to explain their thought process and justify their conclusions.
  • Problem solving skills, including using trial and error and being able to work systematically to solve problems 



We use the Concrete-Pictorial-Abstract (CPA) approach which is a system of learning that uses physical and visual aids to build understanding of abstract topics. We use this approach from reception right through to year 6.

Concrete: New mathematical concepts are introduced through the use of concrete resources (e.g. Numicon, Diennes blocks, counters etc).that they can manipulate.

Pictorial: Next the children use pictorial representations to solve problems - sometimes these are pictures of the concrete objects they were using, as well as other pictorial representations such as diagrams or number lines.

Abstract::  Finally children solve problems where they only have the abstract; numbers or other symbols.

Building these steps across a lesson can help children to secure their understanding of new mathematical concepts and help them make links between concepts.