                                                                          Stan Gudder
Mathematics at Delabole School
At Delabole School, we believe that all children can become successful mathematicians. Through a rich and ambitious curriculum, we develop confident learners who are able to think logically, solve problems creatively and apply their mathematical understanding in a wide range of contexts.
Our mathematics curriculum is underpinned by a mastery approach, ensuring that children develop a secure and lasting understanding of key concepts before moving on. We believe that fluency, reasoning and problem solving are essential components of every mathematics lesson and should be developed together, not in isolation.
Children are encouraged to explore mathematical patterns, explain their thinking and make meaningful connections between different areas of learning. Through carefully sequenced teaching, they build secure foundations in number and calculation before applying their knowledge to increasingly challenging problems.
Using concrete resources, visual representations and abstract methods, we support pupils to develop deep understanding rather than simply memorising procedures. We encourage children to embrace challenge, learn from mistakes and approach mathematics with curiosity, determination and confidence.
Our aim is that every pupil leaves Delabole School with strong mathematical understanding, confidence with number and the skills needed to succeed in the next stage of their learning and beyond.
Aims
Through our mathematics curriculum, we aim for all pupils to:
- Develop fluency and confidence in number, calculation and mathematical concepts.
- Reason mathematically by explaining, justifying and evaluating their thinking.
- Apply mathematical knowledge to solve a wide range of problems.
- Develop resilience and perseverance when faced with challenge.
- Recognise patterns, relationships and mathematical structures.
- Use accurate mathematical vocabulary to communicate ideas effectively.
- Make connections across different areas of mathematics.
- Develop efficient mental and written calculation strategies.
- Understand the importance and relevance of mathematics in everyday life and the wider world.
Developing Foundational Mathematical Fluency
We believe that strong mathematical fluency provides the foundation for successful learning in mathematics. By developing accuracy, flexibility and efficiency with number, children are able to access deeper reasoning and more complex problem-solving opportunities.
From Reception to Year 4, children participate in the Number Sense programme. This helps pupils develop secure number facts, confidence with mental calculation and a deep understanding of number relationships. In Lower Key Stage 2, this includes a strong focus on multiplication and division facts, ensuring children develop confidence with times tables and can apply them fluently.
In Years 5 and 6, fluency sessions are carefully designed around arithmetic and number. These sessions revisit and strengthen key knowledge, helping pupils develop increasing dexterity with number and ensuring that skills can be applied accurately and efficiently across the wider mathematics curriculum.
By prioritising fluency throughout the school, we help children develop the confidence and flexibility needed to reason mathematically and solve problems successfully.
How We Teach Mathematics
Our mathematics curriculum is informed by the principles of mastery and draws upon the progression and structure of the White Rose Maths schemes of learning. Lessons are carefully sequenced to build understanding in small, manageable steps whilst providing opportunities to revisit, practise and deepen learning.
Learning is built around three interconnected elements:
Fluency
Developing secure number knowledge, efficient calculation strategies and confidence with mathematical facts.
Reasoning
Explaining thinking, making connections, identifying patterns and justifying mathematical decisions.
Problem Solving
Applying knowledge and skills in unfamiliar situations and developing strategies to overcome challenges.
Through effective questioning, mathematical discussion and carefully chosen representations, children are encouraged to think deeply and develop a genuine understanding of mathematics.
We maintain high expectations for all learners and believe that every child can achieve. Through appropriate support, scaffolding and challenge, all pupils are given opportunities to succeed whilst developing depth within their mathematical understanding.