1. There is a nifty little rule with radicals that goes as follows sqrt(ab)=sqrt(a)sqrt(b) it only works for positive values of a and b, but it is pretty rare that we are not looking for positive values so lets carry on. As a quick example lets decompose sqrt(32)this way
Sqrt(32)=sqrt(16)sqrt(2)=4sqrt(2) This will be useful for simplifying your original problem!
4 / sqrt(32)=4/(4sqrt(2))=1/sqrt(2) It sure would be nice to leave it like this but we need to rationalize the denominator. I'll multiply by a very sneaky form of 1, sqrt(2)/sqrt(2)
1sqrt(2)/sqrt(2)sqrt(2) Please note that sqrt(2)sqrt(2)=2
so our final answer is sqrt(2)/2