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Division Activity![]() |
Materials
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IntroductionThis project teaches students the three parts of a division problem: the dividend, the divisor, and the quotient. More specifically, it teaches them that the divisor (the second number in a division number sentence) can be understood in two different ways: either as the number of groups or as the number in each group. For instance, take the division sentence 40 ÷ 4 = 10. Here, the number 4 can represent either the number of groups that 40 is broken into (which would make 4 groups with 10 in each group), or the number 4 can represent the number in each group (which would make 10 groups with 4 in each group). This distinction can be important in real life situations. Take these two problems for instance:
Both of these problems lead to the number sentence 40 ÷ 4 = 10. However, the real life contexts are totally different. In the first problem, 4 people get 10 M&Ms each. In the second problem, 10 people get 4 M&Ms each. |
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