how do you simplify the radical 9 sqrt(1/3

Question

anonymous · Answer

The only 'simplification' you can do is to move the radical from the denominator by multiplying top and bottom by $\sqrt{3}$

anonymous · Answer

hey jhonny9 can you help me witha problem

jhonyy9 · Answer

- if you have thought hence : radical9 (1/3)*2 =3/3*2 =1/3

jhonyy9 · Answer

write it on the question list

anonymous · Answer

I believe the problem here is:

Simplify: $$9\sqrt{\frac{1}{3}}$$

anonymous · Answer

Which is $$\frac{9}{\sqrt{3}} = \frac{9\sqrt{3}}{3}$$

anonymous · Answer

Which is $3\sqrt{3}$

anonymous · Answer

oh...

anonymous · Answer

alright i did

anonymous · Answer

Thank  you

anonymous · Answer

Just remember if you have a radical in the denominator you can clear it by multiplying top and bottom by that same radical. Then you might be able to simplify it.

anonymous · Answer

This is what I have been doing previously -_______- : 9sqrt 1 / 9sqrt 3 and multipled radical three top and bottom from there. O_O