Question

PLEASE, I NEED A WRITTEN EXPLANATION FOR THIS EQUATION PLEASE PLEASE I NEED IT IMMEDIATELY THANK YOU SO MUCH

Answer 1

Cannot understand your handwriting

Answer 2

Explanation:

`(-3x^(3)) ^{-(2)/(3) }` >Get rid of negative exponent by placing on

bottom of division line

`\frac{1}{(-3x^(3)) ^{(2)/(3) }}` >2 on top of exponent means squared

3 on bottom of exponent is your fractional

so that is your root

`\frac{1}{\sqrt[3]{(-3x^(3))^(2) } }` >Distribute the square

`\frac{1}{\sqrt[3]{(-3)^(2) (x^(3))^(2) } }` > you have 2 sets of x³ so if you cubed that, you

get x² on outside

`\frac{1}{x^(2) \sqrt[3]{(-3)^(2)} }` >square the -3

`\frac{1}{x^(2) \sqrt[3]{9} }` >This is your simplifed answer because you

cannot take the cube root of 9