You can put this solution on YOUR website! First of all, only equations or inequalities are solved. What you have is called an expression. Expressions are simplified.
To simplify a square root, you look for perfect square factors of the radicand. ("Radicand" is the name for the expression inside a radical.) SO we look for perfect square factors of :
Since the radicand is all multiplication, I have used the Commutative Property to rearrange the order of the factors so that all the perfect squares are in front. Note also how I "lumped together" the factors that are not perfect squares, 2h. Neither of these are necessary but I find that it makes the rest of the simplifying a little easier.
Next we use a property of all radicals (including square roots), , to separate all the perfect square factors into their own "personal" square roots:
Now simplify the square roots of the perfect squares:
which simplifies to:
This is your simplified expression.
P.S. The could be done a little faster if you are good with exponents:
(