Question

Which of the following best defines

Answer 1

Square root of 16
Cube root of 4
Square root of 4
Cube root of 16

Answer 2

\(b^{n/m} = (m\sqrt{b})^n = \sqrt[m]{b^n}\)

Answer 3

Sorry that should be \((\sqrt[m]{b})^n\)

Answer 4

Anyway, can you change it to that form? @Legends

Answer 5

So its \[4\sqrt{3^{2}}\]

Answer 6

No..

Answer 7

\(b^{\dfrac{n}{m}} = (\sqrt[m]{b})^n = \sqrt[m]{b^n}\)

Answer 8

Try again

Answer 9

In this case:

b = 4
n = 2
m = 3

Answer 10

2/4*3

Answer 11

6

Answer 12

No..

Answer 13

\(4^{\dfrac{2}{3}} \rightarrow \sqrt[3]{4^2}\)

Answer 14

Can you simplify \(4^2\)?

Answer 15

Yes

Answer 16

it would 4

Answer 17

Um..no..

\(4^2 \rightarrow 4 \times 4\)

Answer 18

4*4=16 16/4=4

Answer 19

16 is correct..but we don't divide by 4..

Answer 20

Oh ok I see what you did

Answer 21

So we have:

\(\sqrt[3]{16}\)

Answer 22

That's our simplified answer..

Answer 23

So it would be square root of 16?

Answer 24

Thanks @iGreen

Answer 25

The CUBE ROOT of 16.