Question

@shamil98 can you help me with this one?? please

Answer 1

\[\sqrt[5]{8m^2n^4}*\sqrt[5]{20m^4n}\]

Answer 2

\[\sqrt[5]{160m^8n^4}\]

Answer 3

is that the next step

Answer 4

Hmm.

Answer 5

????

Answer 6

When you multiply exponents you add them..

Answer 7

\[\sqrt[5]{8m^2n^4 \times 20m^4 n}\]

Answer 8

ohhhhhhhhhhhh

Answer 9

\[\sqrt[5]{160m^6n^5}\]

Answer 10

and them simplify right???

Answer 11

Yes.

Answer 12

You can only get the 5th root of 160 in this though, so what would that be?

Answer 13

16mn squareroot 2m

Answer 14

is that right??

Answer 15

no, the m^6 and n^5
stay in
\[\sqrt[5]{m^6 n^5}\]

Answer 16

all you have to do is find
\[\sqrt[5]{160}\]

Answer 17

but i thought in simplest radical form you do the exponents as well as the numbers

Answer 18

well actually
\[\sqrt[5]{n^5} = n\]

Answer 19

\[\sqrt[n]{a^m} \]
= a^m/n

Answer 20

Luigi feel free too butt in if i'm doing this wrong .-.

Answer 21

\[16mn \sqrt{2m}\]

Answer 22

where did luigi come form

Answer 23

\[\sqrt[5]{160m^6 n^5} = 2n \sqrt[5]{5m^6}\]

Answer 24

right?

Answer 25

oh you meant the guy luigi. i thought video game luigi

Answer 26

Sham has the right idea so far.
But \[\LARGE \sqrt[5]{m^6}=m \sqrt[5]{m}\]

Answer 27

Oh.

Answer 28

Everything else is fine, nice job.

Answer 29

\[2nm \sqrt[5]{5m}\]
Then.

Answer 30

yup thanks luigi

Answer 31

Anytime buds.