
Maximising Learning with Interleaved Practice in Maths
Thinking Deeply about Primary Education
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Harnessing Interleaved Practice in Mathematics Education
This chapter explores the concept of interleaved practice in mathematics, presenting a significant educational paper that highlights its effectiveness over traditional block practice. It discusses how mixing various types of problems can enhance retention, cognitive flexibility, and ultimately improve student test scores. The chapter emphasizes the importance of incorporating cognitive science principles into teaching strategies to maximize learning outcomes.
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