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Arithmetic is the spine of school level mathematics and purposeful opportunities to practise are paramount to deep understanding.

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Problem solving is crucial when developing the whole mathematician, but how can we embed it?

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A journey through arithmetic using algebra tiles to communicate key ideas that form the bedrock of mathematics.

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The final part of the journey from arithmetic to factorising polynomials. We delve into the communication of distribution and factoring.

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Algebraic proof is a challenge area of mathematics. Using algebra tiles we can allow pupils to visualise this process.

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The full journey of using algebra tiles as a forward-facing model to communicate fundamental ideas in mathematics.

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An in-depth look at bar models and their importance when communicating key ideas such as fractions, decimals and equations.

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This Cuisenaire course takes us on a journey from early number sense and counting through to the fundamentals of basic arithmetic.

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In this course we will look at how Cuisenaire Rods can be used to model fractions, order fractions and work arithmetically.

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How Cuisenaire rods can be used to model and explain key concepts and ideas when working with the properties of number.

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