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Episode 280: Counting can look simple from a distance, but for many children it is anything but. In this episode, I explore one to one correspondence: the idea that each object counted must be matched to one number word, and one number word only.
I look at why this principle matters so much in early mathematics, what it can look like when it is not yet secure, and how careful scaffolding can help children move from fragile, inaccurate counting towards greater independence and confidence.
Drawing on classroom practice, I explore how teachers can use modelling, manipulation, arrangement, and formative assessment to make the structure of counting more visible. I also reflect on what this tells us about effective scaffolding more broadly: not as a way of lowering demand, but as a way of making important mathematics learnable.
This episode will be particularly relevant for early years and primary teachers thinking carefully about the foundations of number and how to support children when counting begins to break down.
By Kieran Mackle5
55 ratings
For show notes, links, and a summary episode, sign up for the Hey! What You Reading For newsletter. Mondays at 7am BST - https://tdape.beehiiv.com/subscribe
AI For Teachers newsletter
For maths curriculum questions contact us here or via [email protected]
Learn more about The Story of Maths - www.alta-education.com/tsom-overview
Episode 280: Counting can look simple from a distance, but for many children it is anything but. In this episode, I explore one to one correspondence: the idea that each object counted must be matched to one number word, and one number word only.
I look at why this principle matters so much in early mathematics, what it can look like when it is not yet secure, and how careful scaffolding can help children move from fragile, inaccurate counting towards greater independence and confidence.
Drawing on classroom practice, I explore how teachers can use modelling, manipulation, arrangement, and formative assessment to make the structure of counting more visible. I also reflect on what this tells us about effective scaffolding more broadly: not as a way of lowering demand, but as a way of making important mathematics learnable.
This episode will be particularly relevant for early years and primary teachers thinking carefully about the foundations of number and how to support children when counting begins to break down.

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