Question

Max points+brainliest i guess answer fast doe bro im sped

Answer 1

option A

If any base has a power in fraction , then the denominator turns out to be the "n"th root of thw base & the numerator turns out to be the overall power.

Here

has 2/3 as power. So 3 turns out to be the 3rd root of 64 & 2 becomes the overall power. Hence

Answer 2

option A

If any base has a power in fraction , then the denominator turns out to be the "n"th root of thw base & the numerator turns out to be the overall power.

Here

${64}^{ \frac{2}{3} }$

has 2/3 as power. So 3 turns out to be the 3rd root of 64 & 2 becomes the overall power. Hence

${64}^{ \frac{2}{3} } = {( \sqrt[3]{64} )}^{2}$