Put the following radical expression into simplified form. Assume the variable represents a positive number.

Question

anonymous · Answer

$$\sqrt{\frac{ 48x^2y^3 }{ 7 }}$$
Just can't seem to do these on my own correctly, ugh !

hartnn · Answer

i know you can do it on your own :)
try it!

anonymous · Answer

I do, then it ends up wrong :/

hartnn · Answer

go step by step

numerator : 

factor 48

anonymous · Answer

I got $$\frac{ 2xy^2\sqrt{21y} }{ 7 }$$
That's incorrect...

hartnn · Answer

y^2 out ? 

shouldn't that be just y

hartnn · Answer

$\sqrt {y^3} = \sqrt {y^2}\times \sqrt y $

anonymous · Answer

16*3, 16=4
$$4\sqrt{3}$$

hartnn · Answer

4 sqrt 3 is correct
so why did you put 2 instead of 4 ? :P

miracrown · Answer

she mustn't been day dreaming - lol xD

hartnn · Answer

there are only 2 mistakes in your answer

anonymous · Answer

lol ugh, I can;t think straight right now lol

anonymous · Answer

i was doing fine earlier,smh

hartnn · Answer

first correction!
make that 4 instead of 2 !

miracrown · Answer

ah yes - uhm cookiibaii is it day at ur place?

anonymous · Answer

ehh, kind of lol it is morning, but it 3 am

hartnn · Answer

2nd correction
$\sqrt {y^3} = \sqrt {y^2}\times \sqrt y = y \sqrt y $

miracrown · Answer

there u go hartnn!

miracrown · Answer

3am is the early start of the day, but overall to me 24 hours = 1 whole day. :P

anonymous · Answer

Got it! Thanks!