Question

I need help with square and cube roots!

Answer 1

Conversion from radical form to fractional exponent form may help.

Recall that \[\sqrt[3]{2}=2^{1/3}.\]

Then the given double radical can be written as \[\sqrt{2^{1/3}}=(2^{1/3})^{1/2}.\]
Use the appropriate rule of logs to simplify this further.

Answer 2

So would it be C?

Answer 3

I'd prefer that you complete the work and type your answer. I'm interested most of all in how you obtain your possible answers.

Answer 4

I don't know how to find the answer. My lesson is really confusing.

Answer 5

Rule:\[(a ^{b})^{c}=a ^{bc}.\] Note that bc means "the product of b and c."

Answer 6

Here you have \[(2^{\frac{ 1 }{ 3 }})^{\frac{ 1 }{ 2 }}\]
Please apply that rule to simplify this latest expression.

Answer 7

Please take another look at the formula I gave you. In this homework problem, your a value is 1/3 and your b value is 1/2. Please use that info to finish this problem solution.