Solving a Factored Polynomial Equation Using the Zero Product Property

The video tutorial covers the zero product property and its application in solving polynomial equations. It explains how to factor polynomials completely to find the roots or zeros of the function, which are also the X intercepts. The tutorial includes practice problems and explores special products, repeated roots, and advanced factoring techniques for cubic functions.

What is the significance of finding the zeros of a polynomial function in relation to graphing?

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In the context of polynomial equations, explain how to apply the zero product property to solve for X.

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How do you determine the greatest common factor when factoring polynomials?

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