Question

8√25√3
Use rational exponents to write as a single radical expression.

Answer 1

\[\sqrt[2]{8} \sqrt[3]{5} use rational exponents to write as a single radical expression.

Answer 2

is there a multiply sign in between?

Answer 3

yes

Answer 4

i can't believe im stuck getting the answer. lol

\[\large \sqrt[2]{8} \times \sqrt[3]{5}\]
Like that?

Answer 5

yes

Answer 6

Can we get another similar question?
Or can we skip this? :(

Answer 7

If I skip it, I would get it wrong....it is a multiple it choice, it gives 4 different options to it.

Answer 8

Oh nice, can you provide?

Answer 9

\[\sqrt[6]{40} \sqrt[6]{12800}, 1/12800, and \sqrt[6]{102400000}\]

Answer 10

It's \[\Large \sqrt[6]{12800}\]

Answer 11

\[7\sqrt[3]{5} - 2\sqrt[3]{5}\]

Answer 12

\[\Large 5 \sqrt[3]{5}\]

Answer 13

\[3\sqrt{5x+4+2=8}\]

Answer 14

That can't be possible.

Answer 15

thats how its written....

Answer 16

that square root can't be that long.

Answer 17

it says solve for x

Answer 18

the option is the solution is not a real number

Answer 19

\[3 \sqrt{5x+4} + 2 = 8 \]it must be like that?

Answer 20

Answer is 0

Answer 21

\[(\sqrt{6+1)} 7\sqrt{6+1)}\]

Answer 22

mr. saifoo.khan are u tired?

Answer 23

Oh, sorry i didn't saw that your question is posted.
So what is 7?

Answer 24

the index of the second one

Answer 25

Can u draw it>

Answer 26

in parenthesis

Answer 27

And what does the question say?

Answer 28

Multiply. Type an exact answer using radicals as needed.

Answer 29

\[\sqrt{6+1}^7 * \sqrt{6+1}\]Like that?

Answer 30

the seven is the index for the second one

Answer 31

\[\sqrt{6+1} * \sqrt[7]{6+1}\]Like that?

Answer 32

yes but there is no sign in the middle

Answer 33

the seven is not raised