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Distributed practice (or 'spacing') involves repeatedly coming back to the information that we are learning in various short sessions, spaced out over time, rather than 'cramming' it into a single intense period – known as 'massed practice.'
Punctuated instruction (incorporating concept- learning in smaller chunks of time such as two or three days every two or three weeks) allowed students and teachers to connect concept learning across the strands.
What are some differences between 'massing' and 'spacing' practices?
When planning an integrated mathematics program, educators should consider that, although the mathematical content in the curriculum is outlined in discrete strands, students develop mathematical thinking, such as proportional reasoning, algebraic reasoning, and spatial reasoning, that transcends the expectations in the strands and even connects to the learning in many other subject areas. By purposefully drawing connections across all areas of mathematics and to other subject areas, and by applying learning to relevant real-life contexts, teachers extend and enhance student learning experiences and deepen their knowledge and skills across disciplines and beyond the classroom.
What are some opportunities and some challenges with this planning approach?
How might you use the LRP's by Question and the LRP's by Topic?