Learn How to Write the Linear Factorization and Zeros of a Polynomial to the Fourth Power

The video tutorial covers the process of factoring higher powers, specifically focusing on transforming a polynomial equation into a form that can be solved using the zero product property. The instructor explains how to set up the equation, identify products, and solve for X by applying square roots. The tutorial emphasizes the importance of including both positive and negative solutions when dealing with square roots. Finally, the video demonstrates how to simplify radicals and rewrite the equation as a linear factorization.

What is the first step in factoring the expression mentioned in the text?

Explain the zero product property as applied in the context of the text.

How do you derive the values of X from the equation X^2 = 4?

What is the significance of including ± in the solutions for X?

Describe the process of rewriting the expression back as linear factorization.