(3√7)/√(20x)
Break down sqrt(20x) into sqrt(20) * sqrt(x)
sqrt(20) = sqrt(4) * sqrt(5)
so sqrt(20x) = 2 * sqrt(5) * sqrt(x)
Our expression now becomes 3sqrt(7)/2sqrt(5)sqrt(x)
To remove the radical from the denominator, multiply expression by sqrt(x)/sqrt(x), so now it becomes:
(3sqrt(7x))/(2x * sqrt(5))
David S.
05/10/17