Learn how to rationalize the denominator with a rational exponent

The video tutorial explains the concept of expressing Z to the 1/2 as a radical form, discusses rational fractions, and introduces the use of conjugates to simplify expressions. It covers the application of the difference of squares and distributive property, leading to the simplification of expressions with rational exponents. The tutorial concludes with achieving a simplified version of the expression, emphasizing the importance of understanding conjugates and exponents in mathematical operations.

What is the radical form equivalent to Z to the 1/2?

What do we need to multiply by when we have a square root in the denominator?

What is the conjugate of Z to the 1/2 - 1?

Explain the process of applying the distributive property in the context of the difference of two squares.

What is the simplified version of the expression after applying the operations discussed?