Question

Simplify. Write in radical form.

Answer 1

Haley hey :D

Answer 2

\[\Large\left( \frac{ x^3y^{-2} }{ xy } \right)^{-\frac{ 1 }{ 5 }}\]

Answer 3

-5 root this whole thing

Answer 4

I know I need to do that, I'm just confused on what I would get.....

Answer 5

Give me one second

Answer 6

well first off the x^3 y^-2 / xy

Answer 7

How would x and y effect the x and y on the top?

Answer 8

some cancel

Answer 9

\(\Large\left( \frac{ x^2y^{-2} }{ y } \right)^{-\frac{ 1 }{ 5 }}\)

Answer 10

I'm not sure about the y...

Answer 11

the y would make it y^-3 on the top

Answer 12

okay....

Answer 13

Go ahead and rationalize the denominator.

Answer 14

so \((x^2y^{-3})^{-1/5}\)?

Answer 15

I mean put y into the denominator

Answer 16

I'm confused

Answer 17

( x^2 / y^3 ) ^ -(1/5)

Answer 18

right now

Answer 19

\[\Large\left( \frac{ x^2 }{ y^3 } \right)^{-\frac{ 1 }{ 5 }}\] So this?

Answer 20

Yup

Answer 21

so that's how he got y^(-3)