Question

done

Answer 1

part A) make sure to use parenthesis

x^3/4 means \(\LARGE \frac{x^3}{4}\)

Answer 2

so instead say x^(3/4) to mean \(\LARGE x^{3/4}\)

Answer 3

Thanks for the input! Did I do it right though? :]

Answer 4

you have the right answer for part A, yes

Answer 5

part B, you'll use the idea that

\[\LARGE \frac{1}{x^{-k}} = x^k\]

Answer 6

part C, again like part A, use parenthesis

I wouldn't convert 11/10 to 1&1/10. Just leave it as 11/10

Answer 7

part D, use parenthesis for your exponent when you have a fractional exponent

Answer 8

also, i would have this step in part D

x^(1/3+1/3+1/3)

Answer 9

yep

Answer 10

Yay! Thanks so much for checking and helping! :]

Answer 11

I'm glad to be of help