Question

Help meh please. I just want to turn in as much work as I can.

Answer 1

We have to simplfy the expression.

We will use the following rule: roots can be expressed as fractional exponents.

For example, the square root of x is equivalent to x powered to 1/2.

Then, we can rearrange the exponents in this expression as:

`(\sqrt[5]{3^2})^{(1)/(3)}=(3^{2\cdot(1)/(5)})^{(1)/(3)}=3^{(2)/(5)\cdot(1)/(3)}=3^{(2)/(15)}`

Answer: the equivalent expression is 3^(2/15) [Second option]