The Divisors and the Quotients: as one increases, the other decreases; they move together as reciprocals

The Divisors and the Quotients: as one increases, the other decreases; they move together as reciprocals

One goal for my sixth-graders is for them to think about fractions most days throughout the school year. That thinking is not simply solving problems, but exploring the relationships of the numbers within the problems. An example is teaching kids why they multiply by the reciprocal to solving a “dividing by fraction” problem.

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