Question

use rational exponents to write 5√7 *3√2 as a radical expression

Answer 1

Yes

Answer 2

thanks

Answer 3

5 = \[5=\sqrt{25}\]

Answer 4

\[3 =\sqrt{9}\]

Answer 5

Anya u speak russian ?

Answer 6

no

Answer 7

only english...sorry

Answer 8

\[\sqrt{A}*\sqrt{B} = \sqrt{A*B}\]

Answer 9

I think 5 is the rational exponent of the square root 7 times 3 being the rational exponent of the square root of 2

Answer 10

\[\sqrt{25}*\sqrt{7} =\sqrt{25*7}=\sqrt{175}\]

Answer 11

Your approach was wrong

Answer 12

5√7 ∗3 √ 2

Answer 13

3*sqrt(2) = sqrt(9)*sqrt(2)=sqrt(18) and now you have to merge the last two square roots

Answer 14

I dont know if Im putting the problem in correctly

Answer 15

ok

Answer 16

Sqrt(18*175) = sqrt(.....complete here...)

Answer 17

medal is due btw.

Answer 18

Im new here....I dont know what the medal thingy means. explain

Answer 19

just click on the blue strip near my answer

Answer 20

ok

Answer 21

done

Answer 22

and if you want to ask me - you could see if i am online by making "fan" - click on my nickname and then choose the right green choice "fan"

Answer 23

done

Answer 24

Thanks Aniya (You have a Russian name you know)

Answer 25

o really....wow

Answer 26

didnt know that

Answer 27

Look up in the google: Anya, Aniya ...

Answer 28

o ok

Answer 29

bye