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In previous lessons, students counted unit squares to find the areas of rectangles. In this lesson they explicitly connect multiplication to rectangular areas. Students match multiplication expressions to rectangular areas, specifically relating the factors of the expressions to the rows and the columns of squares in the rectangle. Then, students are given multiplication expressions and create matching rectangles, with inch tiles and drawings on grids.
In previous lessons students worked with arrays as a way to represent multiplication. How did students’ previous work with arrays support them in representing products as rectangular areas?
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