At St Albans, we believe that mathematics provides children with the knowledge, skills and confidence to understand and engage with the world around them. Through a challenging, engaging and inclusive curriculum, we aim to develop fluent mathematicians who can reason, solve problems and think critically.

Our mathematics curriculum is delivered through a Mastery approach, ensuring that all children develop a deep and secure understanding of mathematical concepts. We believe that every child can succeed in mathematics and that learning should be built on strong foundations, with concepts taught in small, carefully sequenced steps. Children are encouraged to explain their thinking, make connections between ideas and apply their understanding in a range of contexts.

To support this approach, we use White Rose Maths, which provides a coherent and progressive framework for teaching and learning. Through the use of practical resources, visual representations and mathematical discussion, pupils develop confidence, resilience and enjoyment in mathematics.

At St Alban's, our mastery approach to mathematics is built around five key principles:

1. Coherence

Mathematical concepts are taught in small, carefully sequenced steps so that children build secure understanding over time. New learning is connected to prior knowledge, helping pupils make meaningful links between concepts.

2. Representation and Structure

Concrete resources, pictorial models and abstract methods are used to deepen understanding. Children learn to see the structure within mathematics and make connections between different ideas.

3. Mathematical Thinking

Pupils are encouraged to reason, explain, justify and prove their answers. Through discussion and questioning, children develop a deeper understanding of mathematical concepts and become confident problem-solvers.

4. Fluency

Children develop accuracy and efficiency in recalling facts and applying methods. Fluency is achieved through understanding rather than rote learning, enabling pupils to select appropriate strategies with confidence.

5. Variation

Carefully designed examples and questions help children identify patterns, spot relationships and understand mathematical concepts in greater depth. Variation challenges pupils to think critically about what changes and what stays the same.