Question

help

Answer 1

\[\sqrt[5]{x^4}\] * \[\sqrt[5]{x^4}\]

Answer 2

Rewrite the square root as a power.

Answer 3

x^5/4?

Answer 4

Remember, \[\large \sqrt[n]{x^m} = x^{m/n}\]

Answer 5

So in this case, you have n = 5 and m = 4.

According to that rule, you can rewrite it as \(x^{4/5}\)

Answer 6

Now you're simply multiplying \(\large x^{4/5} \cdot x^{4/5}\)

Answer 7

Also remember, \(x^m \cdot x^m = x^{m+m}\)

Answer 8

so what is the answer?

a)\[\sqrt{x}\]

b) x^1/3

c)x\[\sqrt[5]{x^3}\]

d) x16/25

Answer 9

@Jhannybean