If x is a positive integer such than x⁹=r and x⁵=w, which of the following must be equal to x^13

The answer is (r^2)/w.

Explanation:

Notice that 9 + 9 - 5 = 18 - 5 = 13. Therefore, we want to be able to express x^(9 + 9 - 5), which is the same as x^9 * x^9 * x^(-5). We know x^9 = r, and x^(-5) is just 1/(x^5) = 1/w. Therefore, our answer is r*r*1/w = (r^2)/w.

8.5

explanation:

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