Maths

Subject Intent

At Fir Tree, we believe that mathematics is an important discipline that helps pupils to understand and make sense of the world around them. We want all pupils to enjoy mathematics, develop curiosity about the subject and become confident, resilient and independent mathematical thinkers.

We believe that all pupils can achieve in mathematics. Our approach promotes a positive growth mindset and a ‘can do’ attitude, encouraging pupils to have a go, learn from mistakes and persevere when they encounter difficulty. Mistakes and misconceptions are viewed as an essential part of the learning process and provide valuable opportunities to deepen understanding.

Our curriculum is designed to develop secure and deep understanding of mathematical concepts through manageable steps. We aim for pupils to develop fluency in the fundamentals of mathematics, alongside the ability to reason mathematically and solve increasingly sophisticated problems. Rather than accelerating pupils through new content, we prioritise depth, ensuring that pupils have time to secure knowledge, make connections and apply their understanding in a range of contexts.

By the end of Year 6, we want pupils to be confident and capable mathematicians who can apply their knowledge accurately and efficiently, explain their mathematical thinking using appropriate language and approach unfamiliar problems with curiosity and resilience.

Subject Implementation

Mathematics is taught daily and follows the National Curriculum, supported by a clear progression of mathematical knowledge and skills from EYFS through to Year 6. White Rose Maths is used to support the sequencing and timing of learning, alongside additional resources where appropriate.

In Reception, Mastering Number supports the development of strong early number sense and fluency. Across the school, learning is carefully sequenced so that new concepts build upon previously taught knowledge and pupils have regular opportunities to revisit and consolidate important mathematical ideas.

Our teaching focuses on three interconnected areas:

Fluency – developing secure knowledge and efficient strategies, including accurate calculation and rapid recall of key facts.
Reasoning – explaining mathematical thinking, making connections, identifying patterns and justifying answers using appropriate mathematical language.
Problem solving – applying mathematical knowledge to a range of problems, including unfamiliar and increasingly complex contexts.

Pupils are exposed to a variety of representations and approaches so that they develop both conceptual understanding and procedural fluency. Teachers use questioning, discussion and representations to identify pupils' understanding and address misconceptions during lessons.

Classes generally work together on the same area of mathematics, with teaching adapted through questioning, scaffolding and challenge to meet individual needs. Support is provided to help pupils secure the intended learning, while challenge focuses on deepening understanding rather than moving pupils prematurely onto new year-group content.

Lessons provide opportunities for pupils to explain their thinking, compare strategies, investigate mathematical relationships and develop their own lines of enquiry. Rich and sophisticated problems are used to encourage pupils to apply their knowledge in unfamiliar contexts and to develop confidence in mathematical problem solving.

Regular retrieval and practice are built into the curriculum. Classes undertake frequent early mathematical activities focusing on key learning such as number bonds, doubles, times tables, division facts and arithmetic. Pupils develop increasing fluency with multiplication and division facts up to 12 × 12, providing an essential foundation for more complex mathematical learning.

Subject Overview

Across the school, these areas are revisited and developed progressively, with pupils expected to make connections between different areas of mathematics and apply their knowledge in increasingly complex situations.

Particular emphasis is placed on developing strong number sense and calculation fluency, including mental strategies, number facts, times tables and written methods. As pupils progress, they use this secure foundation to tackle more sophisticated reasoning and problem-solving tasks.

In Year 6, pupils also have opportunities to apply mathematics to real-life situations through themed projects, including budgeting, recipes, conversions and salaries. These provide meaningful contexts in which pupils can bring together and apply the mathematical knowledge and skills they have developed throughout primary school.

Assessment and Measuring Progress

Assessment in mathematics is ongoing and embedded within daily teaching. Teachers use questioning, discussion, observation, pupil responses and independent work to identify what pupils understand, address misconceptions and adapt teaching accordingly.

Teachers assess pupils' ability to:

recall and apply mathematical facts and procedures with increasing fluency;
demonstrate conceptual understanding using appropriate representations;
explain and justify their mathematical thinking;
use accurate mathematical vocabulary;
identify patterns and make connections;
select appropriate strategies when solving problems; and
apply mathematical knowledge to unfamiliar and real-life contexts.

Regular retrieval and practice of key knowledge, including number facts, arithmetic, multiplication and division facts, supports teachers in identifying areas that require further teaching or consolidation.

Assessment is used to inform subsequent teaching and ensure that pupils have sufficient time to secure and deepen their understanding. Where misconceptions arise, these are addressed promptly rather than allowing pupils to move on with insecure foundations.

Progress in mathematics is therefore measured not simply by whether pupils can complete a particular calculation, but by the depth, accuracy and flexibility with which they can use their mathematical knowledge. By the end of Year 6, pupils should be increasingly fluent, independent and confident in applying mathematics, reasoning mathematically and solving problems in both familiar and unfamiliar contexts.

Information for Parents about the Maths Curriculum

Mathematical terms and definitions

The link below takes you to an excellent mathematical glossary where children can look up different vocabulary, whilst having a go at activities to reinforce understanding:

http://www.amathsdictionaryforkids.com/dictionary.html