Question

Help?!
Simplfy.

Answer 1

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

Answer 2

any options?

Answer 3

Divide the exponents.

Answer 4

Well, divide the exponent by the cube root.

Answer 5

is 2.2 an option?

Answer 6

@LOUISndGUCCI We can't get a whole number if we don't know what 'x' is.

Answer 7

How did you even get that? @LOUISndGUCCI

Answer 8

^^^

Answer 9

3 divided by sqaure root of 5

Answer 10

I got 1.34 .-.

Answer 11

The square root of 5 is approximately 2.2..

Answer 12

Anyway, can you divide the exponent by the cube root? The fraction you make should be an exponent over 'x'. @anabanana909

Answer 13

right the other option i got is 1.36

Answer 14

We can't get whole numbers..

Answer 15

thats not 1.36

Answer 16

Yeah, when I divided the square root of 5 from 3..but that's not how we do it..

Answer 17

where did she go anyways?

Answer 18

\[\sqrt[3]{x^{5}}=\sqrt[3]{x^{3}*x^{2}}=\sqrt[3]{x^{3}}*\sqrt[3]{x^{2}}=x*\sqrt[3]{x^{2}}=x*x^{3/2}\]

Answer 19

one thing is incorrect
it is \[x*x^{2/3}\]

Answer 20

all angles are transversal angle