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Errors and Misconceptions in Maths at Key Stage 2: Working Towards Success in SATS

by Mike Spooner

Using errors as a route to understanding

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Paperback New English

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AlbakiReads Editorial

Using errors as a route to understanding

Mike Spooner’s collection pairs Key Stage 2 maths practice with activities for examining completed work. Children assess and correct mistakes, then discuss the reasoning behind them, allowing common misconceptions to become material for learning without requiring pupils to focus on their own errors. The activities follow the format of SATS papers, and writing frames help structure discussion of maths problems. The book therefore brings together concept-building, explanation and practice with an assessment format.

Good fit for readers who enjoy

  • Teachers supporting children’s Key Stage 2 maths learning
  • Educators preparing pupils to practise the SATS paper format
  • Teachers seeking structured prompts for discussion of maths problems

Themes

Key Stage 2 mathematicsCommon misconceptions and errorsDiscussion and mathematical reasoningSATS preparation

Based on publisher information and book metadata.

Book overview

The activities in this book are designed both to help children to learn and to understand math concepts, and also to prepare them for taking SATS papers at KS2. There is plenty of research evidence to suggest that children are helped in their understanding of math problems if teachers focus on common misconceptions, and if children are given opportunities for discussion and explanation of their own understanding. Children can also feel stigmatized by being made to focus on their own errors.

 

Mike Spooner has developed activities that present already completed work which children then assess, correct and discuss - in this way they can analyze mistakes without damage to their own self-esteem. The activities are presented in the same format as the SATS papers, to give children practice in coping with that format. The book also contains writing frames that children can use to structure their discussions of math problems.

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