Rationalize the denominator with the cube root of an expression

The video tutorial demonstrates how to simplify a monomial rational radical expression by rationalizing the denominator. It explains the difference between square roots and cube roots, and how to handle them when rationalizing. The process involves multiplying the expression to eliminate the cube root in the denominator, ensuring the same operation is applied to both the numerator and the denominator. The tutorial concludes with a simplified expression, highlighting the importance of understanding cube roots in rationalizing denominators.

What is the significance of multiplying the cube root of X by the cube root of X squared?

Describe the steps taken to rationalize the denominator by using 5Y or 5 squared Y squared.