Question

Is x^2 equivalent to 1/(x^-1)(x^-1)

Answer 1

what do u think ?

Answer 2

whats \(x^{-1}\times x^{-1} =... \)

Answer 3

I think it is. The question is to make something equal to x^2. And I made that lol :)

Answer 4

usw \(x^m \times x^n=x^{m+n}\)

Answer 5

lol, then you are absolutely correct! :)
good

Answer 6

Awesomes! And is \[4\sqrt[4]{x ^{8}} = x ^{2}\]

Answer 7

Oops, did not mean that coefficient four

Answer 8

yes, correct.

Answer 9

\(\Large\sqrt[4]{x^8}=x^{8/4}\)

Answer 10

That was my plan :) Just wanted to make sure I didn't do anything stupid and looked over something

Answer 11

you did it correctly :)

Answer 12

\[x ^{2}= 1/\sqrt[15]{x ^{-30}}\]

Answer 13

This one I believe is equal as well. Would you say all three I have done so far are different and need at least two steps :)?

Answer 14

1st and second combined is 3rd
but yes, you can say different

Answer 15

Awesomes (purposefully misspelled), thank you!

Answer 16

lol, welcome ^_^