What value of p makes both sentences true? 9×p=63; 63÷9=p

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Multiple Choice

What value of p makes both sentences true? 9×p=63; 63÷9=p

Explanation:
The idea here is using inverse operations: division undoes multiplication. If 9×p = 63, then p must be the number that, when multiplied by 9, gives 63, which is found by dividing 63 by 9. Since 63 ÷ 9 = 7, p = 7. You can check: 9×7 = 63 and 63÷9 = 7, so both statements are true with p equal to 7.

The idea here is using inverse operations: division undoes multiplication. If 9×p = 63, then p must be the number that, when multiplied by 9, gives 63, which is found by dividing 63 by 9. Since 63 ÷ 9 = 7, p = 7. You can check: 9×7 = 63 and 63÷9 = 7, so both statements are true with p equal to 7.

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