Question: Part 1: The basic idea with multiplication of rational numbers, including signed integers, is repeated addition. How is this evident in these problems? Part 2:

Part 1: The basic idea with multiplication of rational numbers, including signed integers, is repeated addition. How is this evident in these problems?

Part 2: What role do zero pairs play in developing multiplication strategies for rational numbers, including signed integers?

Part 3: How might integer chips be used to develop strategies that lead to computational fluency with rational numbers?

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