Question

Rewrite in radical form. Assume all 9⁷/⁸

Answer 1

To rewrite 9^7/8 in radical form, we can use the exponent rules to convert it. The numerator represents the power, and the denominator represents the root. So the radical form of 9^7/8 is (∛(9))^7.

Step-by-step explanation:

To rewrite 97/8 in radical form, we can use the exponent rules to convert it. The numerator of the fraction represents the power, and the denominator represents the root. In this case, the power is 7 and the root is 8. So we can rewrite it as the 8th root of 9 raised to the power of 7.

The 8th root of 9 can be written as ∛(9). So the radical form of 97/8 is (∛(9))7.