Question

What is the expression that represents 3x^2/11 in radical form?

Answer 1

\[\Large 3x^{2/11}\]

Answer 2

\[\bf \sqrt[y]{a^x}=a^{\frac{x}{y}} \rightarrow (3x)^{\frac{2}{11}}=\sqrt[11]{( \ )^2}\] Can you fill in the space?

@touseii45

Answer 3

3x goes inside ?

Answer 4

That's right.

Answer 5

i thought the 3 would go outside the radical

Answer 6

Nope. Look at what I typed up carefully, that is how it works.

Answer 7

You should also keep in mind that 3x^2/11 and (3x)^2/11 are two different things. The next time you type up a question, make it clear as to what you mean.

Answer 8

\[^{11}\sqrt{3x^2}\]

Answer 9

no @touseii45 you were correct before. "3" is outside
the exponent is only for the "x", right?

Answer 10

im not sure these types of questions are hard for me to understand all it says is

Which expression represents \[\Large 3x^{2/11}\]in radical form?

Answer 11

and it gives me choices

Answer 12

and only two of them actually make sense since the other two dont have the number 2 in it

Answer 13

when they meant \(\Large 3x^{2/11}\), then they mean the exponent is only for the "x" not the 3

Answer 14

okay. is it always like that? unless it has ( ) right?

Answer 15

yep

Answer 16

okay thanks kid! (:

Answer 17

so, conclusion, 3 is outside the radical, rest, like what geniud said

Answer 18

yw