Determine all of the possible rational zeros of a polynomial

The video tutorial explains how to determine possible rational zeros of a polynomial function. It covers the concept of rational zeros, represented as P/Q, where P is the constant term and Q is the leading coefficient. The tutorial details how to find all possible rational zeros by considering the factors of P and Q, and then simplifying these possibilities. It also discusses the application of these rational zeros in finding actual zeros of the polynomial, using methods like graphing and synthetic division.

What is the process to determine all possible rational zeros of a polynomial function?

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Explain the significance of P and Q in the context of rational zeros.

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How do you simplify the expression for rational zeros in descending order?

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What steps should be taken if you do not have a graphing calculator to find rational zeros?

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Why is it important to state that the identified rational zeros are just possible zeros?

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