At Rauceby, we want every learner to feel confident, curious, and ready to take on new challenges. Therefore, we are committed to delivering a high-quality mathematics education that is carefully structured, ambitious, and inclusive. Our curriculum gradually develops learning through a mastery approach, the outcome being the acquisition of knowledge and skills that enable each pupil to feel confident, curious, and ready to take on new mathematical experiences, as well as being equipped with the skills and understanding they need for future learning and everyday life.

Our approach draws strongly from Teaching for Mastery principles. We believe that all children can succeed in mathematics and that learning should be inclusive, supportive, and appropriately challenging. Through carefully designed lessons, thoughtful questioning, and purposeful practice, we ensure that every learner develops fluency, reasoning, and problem-solving skills. Daily opportunities for new learning are provided, alongside regular opportunities to consolidate and deepen understanding. We work closely with our local Maths Hub to continually strengthen our understanding of mastery approaches, refine our practice, and ensure that our children receive the highest quality mathematics education.

Lesson Structure

We place significant emphasis on clear progression and the logical sequencing of mathematical concepts, using the White Rose progressional framework to carefully sequence National Curriculum objectives into smaller, manageable steps and provide extended opportunities to deepen learning through intelligent practice. At times, teachers enhance this with high-quality resources from NCETM and other well-recognised schemes.

Our expectation is that all children access the same core concept, with the majority progressing at a similar pace. Pupils build securely on prior knowledge year by year, enabling them to deepen understanding and make meaningful connections across mathematical domains.

Each lesson begins with purposeful retrieval practice to consolidate prior learning and strengthen both procedural and declarative knowledge, ensuring firm mathematical foundations.

We recognise that delivering high-quality teaching is essential to securing the best outcomes for all pupils, particularly the most disadvantaged, and that the thoughtful use of manipulatives plays a vital role in this. Research shows that manipulatives are powerful tools for enabling pupils to engage deeply with mathematical ideas when used as part of effective teaching. There is shared belief at Rauceby that they are not simply a means to arrive at the correct answer; rather, when carefully selected and skilfully used, manipulatives strengthen pupils’ thinking, helping them to make sense of concepts and uncover underlying mathematical structures and generalisations. They provide valuable insight into pupils’ understanding, allowing teachers to assess depth of knowledge and address misconceptions. We are deliberate in choosing the most appropriate manipulatives to expose key concepts, and by embedding their use consistently across the whole school, we foster a culture of exploration, reasoning, and deep mathematical understanding for all learners.

Mathematics Beyond the Classroom

Beyond daily lessons, children regularly develop fluency and number sense through sessions such as Times Tables Rock Stars, Numbots, and Mastering Number. This allows children to develop a rapid recall of facts which they can automatically apply in later learning as they are embedded in the long-term memory, reducing cognitive overload.

They are also provided with rich opportunities to apply their learning through real-life contexts, investigations, and purposeful mathematical talk. Through explaining their reasoning, exploring multiple strategies, and engaging in collaborative discussion, pupils develop resilience, curiosity, and the confidence to approach new and increasingly complex challenges. We proudly take part in the Maths Challenge set by Sir William Robertson Academy each year where some of our top mathematicians from year 5 and 6 compete against other schools to show off what they have learnt, applying their skills to complex problems.