Question

Hi is there anyone who can explain the steps to solve radical with index of 3 8x^2/ radical x

Answer 1

It is this

\[\sqrt[3]{8x^2}/\sqrt[3]{x}\]

Answer 2

yes

Answer 3

by solve I assume they mean simplify

Answer 4

so anyways since they have the same radical power first they can be combined to give

\[\sqrt[3]{8x}\]

Answer 5

yeah
i know i multiply by the conjugate but then i a little lost

Answer 6

ok now cube root means you are looking for triple copies inside the radical, 8=2*2*2 so you can pull out a factor of 2

Answer 7

So simplified you would have \[2\sqrt[3]{x}\]

Answer 8

im confused on how you got rid of the \[x ^{2}\]

Answer 9

\[\sqrt[3]{8x^2}/\sqrt[3]{x}=\sqrt[3]{\frac{ 8x^2 }{ x }}\]