Determine end behavior using limit notation

The video tutorial explains how to express polynomials in standard form, which involves arranging terms in descending power order. It covers identifying the degree and leading coefficient of a polynomial, and how these affect the graph's end behavior. The tutorial also demonstrates using limit notation to describe end behavior, emphasizing the importance of understanding whether the degree is odd or even and whether the leading coefficient is positive or negative.

Describe the end behavior of a polynomial function with an odd degree and a negative leading coefficient.

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What does the limit notation indicate about the behavior of a function as x approaches negative and positive infinity?

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