Break the number into its factors and multiply the square roots of those. 220=24×5=225
Fractions
General rule: 2ba=2b2a
e.g. 2109=21029=2103
However solutions never contain square roots in a denominator. Therefore the denominator has to be rationalized. Since 210210=1, this process is as simple as multiplying the result with a fraction that contains its denominator on both sides:
2103×210210=103210
This works in general because 2x×2x=x
Also fractions should be simplified where possible e.g. 2240=220
Square Root Term in Polynomial Denominator
Given a fraction such as 2−12, forming a difference of squares gets rid of the root in the denominator: