Mathematics
At Danesholme Academies, our mathematics curriculum is designed so that every child will 'Be Ready':
Ready to Learn — In Maths, we provide a clear, structured curriculum that builds strong number and problem-solving skills. Children are ready to explore mathematical ideas, spot patterns, and use practical methods to understand new concepts.
Ready for Life — Maths develops confidence, reasoning, and resilience. Children learn to apply mathematical thinking to real-life situations and recognise how maths is used in everyday life.
Ready to Contribute — Maths encourages collaboration, discussion, and respect for different methods. Children learn to explain their thinking, listen to others, and work together to solve problems.
Ready to Succeed — With clear progression in number, reasoning, and fluency, children are supported to achieve well. High expectations and regular practice ensure they are ready for the next stage of their mathematical learning.
Implementation
At Danesholme Junior Academy, we believe that our mathematics curriculum nurtures enthusiastic, creative, and articulate mathematicians. Through a varied and inspiring programme of study, we aim to develop pupils’ fluency, reasoning, and problem‑solving skills—core skills that are transferable across the wider curriculum and essential for success in later life.
Our approach is both knowledge‑rich and skills‑based. We strive to provide purposeful, practical, and meaningful opportunities for pupils to develop and apply their mathematical understanding, helping them make sense of the world around them.
Our curriculum is underpinned by the NCETM Teaching for Mastery principles, ensuring that all pupils develop a deep, secure, and connected understanding of mathematics. This approach emphasises small, coherent steps, representation and structure, mathematical thinking, and intelligent practice. We believe that all pupils are capable of achieving high standards in mathematics, and we structure learning so that classes move forward together while providing support and challenge where needed.
A strong foundation in times tables knowledge is essential for children to access the full breadth of the maths curriculum. Fluency in multiplication facts supports efficiency, accuracy, and confidence when tackling more complex procedures such as division, fractions, algebra, and multi‑step problem‑solving. We therefore place high priority on securing automatic recall of multiplication and division facts, enabling pupils to devote their cognitive energy to reasoning and deeper mathematical understanding.
More broadly, fluency and reasoning form the foundation of excellent mathematical understanding. Pupils need secure knowledge of fundamental concepts in order to deepen their learning and tackle more complex ideas. Through a carefully sequenced curriculum that interweaves concepts, pupils progress through the concrete–pictorial–abstract (CPA) approach, enabling them to build strong conceptual understanding. They are encouraged to think critically, work efficiently, and explore multiple methods for solving problems.
Mathematical discussion is central to our lessons; we explicitly develop pupils’ mathematical oracy by encouraging them to articulate their thinking, justify their ideas, and recognise the relevance of mathematics within our diverse world. This focus on talk-rich classrooms supports deeper understanding, strengthens reasoning, and empowers pupils to communicate with mathematical precision and confidence.
Sequences, patterns, measures, and the broader study of mathematics exist to help us understand the world more clearly. Our aim is to empower pupils to use mathematics as a tool for exploration—engaging with rich, inspiring, and challenging tasks that spark curiosity, confidence, and a lifelong appreciation of the subject.
Here is the link to information about the Year 4 Times Table checks for parents.
https://www.gov.uk/government/publications/multiplication-tables-check-information-for-parents
We use Tackling Tables to support this learning. At the bottom of this page is a guide on how it is used.
National Curriculum Mathematics Programmes of Study: