Caledonia Primary and LCR

Learning today, for a better tomorrow.

Numeracy and Maths

Numeracy and Maths at Our School

At our school, we aim to develop confident, resilient learners who can apply their numeracy and maths skills in a variety of real-life contexts. We focus on building strong foundations, promoting problem-solving, and developing a positive attitude towards maths.

Our Approaches and Resources

We use a blend of high-quality pedagogies and resources to meet the needs of all learners, including:

  • Heinemann Active Maths
  • White Rose Maths
  • Number Sense programmes
  • Glasgow Counts pedagogies and trackers
  • PUMA Assessments

These approaches work together to provide a balanced and progressive maths curriculum, supporting both conceptual understanding and procedural fluency.

Why We Use a Blended Approach

We recognise that no single programme meets the needs of every learner, so we draw on a range of approaches to ensure all children are supported and challenged:

  • Strong foundations: Number Sense and Active Maths support the development of key number skills and understanding
  • Structured progression: White Rose Maths provides clear sequencing of learning and builds concepts step by step
  • Consistency and pedagogy: Glasgow Counts ensures a consistent approach to teaching, assessment, and tracking across the school
  • Assessment-informed teaching: PUMA Assessments help us identify next steps and tailor learning to individual needs
  • Inclusive practice: A variety of approaches allows us to adapt learning to suit different abilities and learning styles

What Your Child Can Expect

A typical numeracy or maths lesson in our school may include:

  • Revisiting and reinforcing prior learning to build confidence and retention
  • Explicit teaching of new concepts using clear explanations and modelling
  • Opportunities for practice, both independently and collaboratively
  • Problem-solving and reasoning tasks to apply learning in meaningful contexts
  • Use of concrete materials, visual representations, and digital tools to support understanding
  • Discussion and explanation of thinking to deepen understanding
  • Ongoing assessment and feedback to support progress

Our lessons are designed to be engaging, structured, and supportive, helping children to develop fluency, confidence, and a deeper understanding of mathematics.

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