Learn how to rewrite a radical expression to fractional exponents

The video tutorial explains how to rewrite expressions as rational expressions by understanding the radicand, which is within the parentheses. It covers taking the cube root of a term and raising it to the one-third power. The tutorial then demonstrates distributing the exponent to each term, resulting in a final expression of two to the one-third power times Y to the two-thirds power.

What is the significance of the radicand in the context of rewriting expressions?

Explain the process of taking the cube root of an expression involving a square term.

How do you rewrite the expression 2Y^2 raised to the one third power?

What does distributing the one third power to the components of the expression involve?

Can you describe the final expression after applying the cube root to 2Y^2?