Identify any horizontal or vertical asymptotes of a rational function

The video tutorial explains how to find horizontal and vertical asymptotes of a function. It begins with an introduction to asymptotes, followed by a detailed explanation of the horizontal asymptote test, which involves comparing the exponents of the leading terms in the numerator and denominator of a polynomial. The tutorial then discusses vertical asymptotes, focusing on domain constraints and the conditions under which vertical asymptotes do not exist. The video concludes with a summary of the key points covered.

What is the purpose of the horizontal asymptote test?

How do you determine the horizontal asymptote when the exponents of the leading terms are the same?

What is the significance of the vertical asymptote in relation to the domain?

What values of X create a constraint on the domain for the polynomial discussed?

What conclusion can be drawn about the existence of vertical asymptotes in the given polynomial?