Just like we use the word ‘cubed’ for b3, we use the term ‘cube root’ for 3√a. \[\begin{array}{cc} {\text{when n is odd}}&{\sqrt[n]{a^n}=a}\\ {\text{when n is even}}&{\sqrt[n]{a^n}=|a...Just like we use the word ‘cubed’ for b3, we use the term ‘cube root’ for 3√a. when n is oddn√an=awhen n is evenn√an=|a| If the fraction inside the radical cannot be simplified, we use the first form of the Quotient Property to rewrite the expression as the quotient of two radicals.