Question

simplifying

Answer 1

\[\sqrt[3]{45}\]

Answer 2

and i think i got

Answer 3

\[\sqrt[9]{5}\]

Answer 4

is that right?

Answer 5

Nope, not really...

Answer 6

:( hmmm

Answer 7

\[\sqrt[5]{15}\]

Answer 8

i'm not sure..

Answer 9

\[\sqrt[3]{45} = \sqrt[3]{3\times 3\times 5}\]Agree?

Answer 10

\[\sqrt[15]{9}\]

Answer 11

am i right??

Answer 12

@noah_ochoa
No, 9^1/3 ≠ 3

@marleybrown Nope :(

Answer 13

hmm.. i got \[\sqrt[5]{15}\] again

Answer 14

Not really. The exponent won't change ..

Answer 15

can you help me figure it out?@Callisto

Answer 16

@Callisto

Answer 17

I'm helping....
\[\sqrt[3]{45} = \sqrt[3]{3\times 3\times 5}\]Agree?

Answer 18

ya:)

Answer 19

So, when you split it, you'll get
\[\sqrt[3]{3^2} \times \sqrt[3]{5}\] Agree?

Answer 20

hmm.. ya:)

Answer 21

But then, you can see that there's no way to simplify it... understand?

Answer 22

oh alright:)

Answer 23

I think that is in the simplified form..

Answer 24

So, actually, \(\sqrt[3]{45}\) cannot be further simplified... Got it?

Answer 25

got it! sorry my internet died..

Answer 26

thank you