Subjects -


‘Sometimes the questions are complicated and the answers are simple.’ 

Dr Seuss

It is our belief that all children have the right and the capabilities to become confident and competent mathematicians. Our aim is to develop in each child a deep, conceptual understanding of mathematical skills, knowledge and vocabulary through a mastery approach to maths. Children will be taught the same age-appropriate content as their peers through sequences of connected lessons using manipulatives and representations that will take them through a concrete-pictorial-abstract approach to understanding key mathematical concepts.

Children will be given opportunities to practise and apply the knowledge and skills they have been taught through a range of carefully crafted problems that include mathematical reasoning.

In KS1 children will be taught to develop fluency with whole numbers, counting and place value. They will be taught to use the four operations using a practical approach such as concrete objects and manipulatives. Children will develop their ability to recognise, describe, compare and draw shapes and will experience a range of measures. By the end of KS1, children will confidently recall number bonds to 20 and will show a precise understanding of place value.

In KS2 children will be taught efficient formal written methods to perform calculations accurately with increasingly larger numbers (including decimals).  Children will be taught to solve a range of problems involving fractions, decimals, percentages and ratio. Children will be taught to develop their mathematical reasoning in order for them to analyse and confidently describe relationships between numbers, fractions and shapes. They will be able to classify shapes and will be taught the vocabulary they need to describe them. By the end of KS2, children will use algebra as a means for solving a variety of problems and will be fluent in written methods for all four operations (including long multiplication and division).

Mastery Maths

Mastering maths means pupils acquiring a deep, long-term, secure and adaptable understanding of the subject.

The phrase ‘teaching for mastery’ describes the elements of classroom practice and school organisation that combine to give pupils the best chances of mastering maths.

Achieving mastery means acquiring a solid enough understanding of the maths that’s been taught to enable pupils to move on to more advanced material.

NCETM 2019

 At St Anne’s we have chosen to create our own mastery maths curriculum tailored to meet the needs of our children. In line with the National Curriculum, we utilise a range of quality resources in order to cover the key objectives using small steps. In all year groups, a range of manipulatives are used to ensure children have the opportunity to work practically with number concepts before moving on to pictorial and abstract representations.

Teachers plan for misconceptions and children are encouraged to make links between the different mathematical concepts they learn. Staff are supported with shared planning approaches to ensure consistency in maths across the school. We have an ongoing approach to the professional development of our staff through termly maths staff training to ensure high-quality teaching.

Throughout their learning journey at St Anne’s, children will make strong links between key concepts in maths. They will become confident in explaining their mathematical thinking and reasoning using correct vocabulary which will demonstrate their understanding. They will be able to recall specific knowledge required for solving problems and will confidently draw upon existing skills in order to solve problems.

Supporting your child at home in mathematics

Below are our progressions for teaching each calculation strand across the learning journey. Children need to be fluent in basic number facts (counting to 20 and beyond, bonds within 10, number bonds to 100 and multiplication and division facts) in order to master these methods.

Progression in addition

Progression in division

Progression in multiplication

Progression in subtraction

Key documents

Calculation policy

Progression of multiplication tables


TPLT Y5 Maths Pathway

TPLT Y6 Maths Pathway