Find vertical and horizontal asymptotes of a rational function

The video tutorial covers key concepts in understanding polynomial degrees, focusing on the importance of arranging polynomials in descending order. It explains horizontal asymptotes when the degree of the denominator is larger than the numerator. The tutorial also delves into vertical asymptotes, emphasizing the need to set the denominator to zero and identify holes through factoring. It highlights the irrelevance of complex solutions for real vertical asymptotes. Finally, the video discusses finding X and Y intercepts in rational functions, including handling square roots and the absence of a Y intercept when division by zero occurs.

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