Question

Simplify
(posting via equation editor)

Answer 1

\[\sqrt{49x^3y^2}\]

Answer 2

You can simplify to the following \[\sqrt{49}\times \sqrt{x^3} \times \sqrt{y^2} = 7\times \sqrt{x^3y^2}\] but \[x \neq \sqrt{x^2}\]

Answer 3

I got something totally different I only stopped at the 7x.

Answer 4

so you're saying the is what I should've gotten?

Answer 5

\[\sqrt{49x^3y^2}\]

Notice this is the same as\[\sqrt{49xx^2y^2}\]

you can take the square root of x^2, y^2, and 49, and bring them out of the root sign

Answer 6

Confused me...

Answer 7

nvm, sbsin was right, you can't really do anything with the x or y. Ignore what I said, but you can still square root the 49 and bring it out

Answer 8

so what sbsin said earlier about
what is that?