Question

what is 216 to the power of 4/3?

Answer 1

1296, it's the same as \[\sqrt[3]{216}\] to the power of 4

Answer 2

\[216 ^{4/3} ?\]

Answer 3

I.e 6^4

Answer 4

That's the question right?

Answer 5

You have a calculator? are you allowed to use it @corybory

Answer 6

\[x^{a/b} = (\sqrt[b]{x})^a\]

Answer 7

As 216 is a perfect cube, this method works here, otherwise you would need a calculator

Answer 8

Thanks :)

Answer 9

No problem, need help with anything else?

Answer 10

Express a^14/3 b^ 16/3 C^ 5/3 in simplified radical form.