Simplifying the quotient of the cube root of two expressions by rationalizing the denomi

The video tutorial explains the rule for dividing variables under the same radical, simplifies an expression by reducing fractions, and discusses rationalizing the denominator. It further elaborates on multiplying radicals with the same index and concludes with the final simplified expression.

What is the rule for taking the NTH root of a variable?

How can you simplify the expression cube root of 18y^2 / 12y?

What does it mean to rationalize the denominator in a radical expression?

What power does the number 2 need to be raised to in order to take the cube root of it?

What is the final simplified answer for the expression cube root of 12y over cube root of 2?