Find the oblique asymptote and x and y intercepts of rational function

The video tutorial explains the concept of asymptotes, focusing on horizontal, vertical, and slant asymptotes. It covers how to determine the presence of these asymptotes based on the degrees of the numerator and denominator in a rational function. The tutorial also demonstrates the process of finding X and Y intercepts, including factoring quadratics and handling undefined values.

What is the significance of the remainder when dividing polynomials in the context of asymptotes?

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How do you determine the X and Y intercepts of a polynomial?

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