Question

Write 3 sqrt(9)^5 in exponential notation

Answer 1

Is it 9^5/3?

Answer 2

deoends...is that \[\large \sqrt[3]{9}\]

Answer 3

i mean \[\LARGE \sqrt[3]{9^5}\]

Answer 4

I think you have it right\[9^{5/3}\]

Answer 5

Its \[3\sqrt(9)^5\]

Answer 6

oh...well then no...3 is outside right? like \[\large 3 \sqrt 9^5\]

Answer 7

or is 3 small like \[\LARGE \sqrt[3]{9^5}\]

Answer 8

Sorry its, \[(\sqrt[3]{9}) ^{5}\]

Answer 9

well then you're right

Answer 10

That is different it would be:\[3(9^{5/2})\]

Answer 11

\[\LARGE \sqrt[a]{b^c} = b^{c/a}\]

Answer 12

Yay! =) Thank you @radar and @lgbasallote

Answer 13

Oh back to the \[9^{5/3}\]
lol

Answer 14

You are welcome.

Answer 15

You had right to begin with and the \[\sqrt[q]{b ^{c}}=b ^{c/a}\] is a good general way to memorize the way it works.