How do you simplify #sqrt36/sqrt12#?

3 Answers

Answer:

#\sqrt3#

Explanation:

#\frac{\sqrt36}{\sqrt12}#

#=\sqrt{frac{36}{12}}#

#=\sqrt3#

Jul 21, 2018

Answer:

#sqrt3#

Explanation:

The quotient of the square roots is the same as the square root of the quotient. With this in mind, we can rewrite this as

#sqrt(36/12)#, which simplifies nicely to

#sqrt3#

Hope this helps!

Jul 21, 2018

Answer:

#sqrt12/2#

Explanation:

#sqrt36/sqrt 12#

#:.=6/sqrt 12#

#:.=6/sqrt 12 xx sqrt 12/sqrt 12#

#:.=sqrt 12 xx sqrt 12=12#

#:.=(cancel 6^1 sqrt 12)/cancel 12^2#

#:.=sqrt 12/2#