How do you graph a rational function with asymptotes

The video tutorial covers graphing rational functions, focusing on identifying vertical and horizontal asymptotes, and finding x and y-intercepts. It explains the absence of horizontal asymptotes when the degree of the numerator is greater than the denominator. The tutorial also guides on plotting points around the vertical asymptote to sketch the graph accurately, emphasizing the use of graphing calculators for verification.

What points should you evaluate to the left and right of the vertical asymptote?

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What is the significance of evaluating points around the vertical asymptote?

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Describe the process of graphing the function after determining the asymptotes and intercepts.

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