Question

How do you simplify 10 over radical seven plus radical two?

Answer 1

\[(10)/(\sqrt{2} +\sqrt{2})\]?

Answer 2

\[10/\sqrt{7+\sqrt{2}}\]

Answer 3

It is \[5/\sqrt{2}\]

Answer 4

\[\sqrt{2} + \sqrt{2} = 2\sqrt{2}\]
Therefore 10/ 2sqrt(2) will equal what I have above

Answer 5

What happened to the 7 that was under the radical?

Answer 6

rpeterson is the problem

Answer 7

What was written was different than if it is 7 instead of 2 you are correct but if its 2 than I am correct

Answer 8

\[10/(\sqrt{7}+\sqrt{2}\]

Answer 9

rpeterson there seems to be some confusion on your problem. Please restate the problem

Answer 10

Where is he?

Answer 11

I don't know at first i thought there was two radicals one inside the other as I posted, but now I think there is two separate radicals.

Answer 12

\[(10)\div \sqrt{7}+\sqrt{2}\] ?
or : \[(10)/\sqrt{7+\sqrt{2}}\]

Answer 13

I think just wait he come back

Answer 14

If it is
\[(10)/(\sqrt{7}+\sqrt{2})\]
then\[2(\sqrt{7}-\sqrt{2})\]

Answer 15

yes, right

Answer 16

how about:\[(10)/\sqrt{7+\sqrt{2}}\]

Answer 17

If it is like that Nancy Lam, I don't want to attempt to solve it lol