'Find horizontal asymptotes' presentation slideshows

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2.1 Quiz

2.1 Quiz. Ch 2.2. Limits Involving Infinity. Warm Up (on noteguide this time) How do we find Horizontal Asymptotes of Simple Rational Functions of the form y = ?. If _________ then the line y=0 is the horizontal asymptote

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Rational Functions

Rational Functions. Sec. 2.7a. Definition: Rational Functions. Let f and g be polynomial functions with g ( x ) = 0. Then the function given by. is a rational function. The domain of a rational function is all reals except the zeros of its denominator.

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Rational Functions

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Rational Graphs

Rational Graphs. Today we are going to look further at the behavior of the graphs of different functions. Now we are going to determine if the graphs have horizontal and/or vertical asymptotes. Vertical Asymptotes.

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Section 9-1

Section 9-1. Graphing Rational Functions. Def: A rational function is of the form Where p(x) and q(x) are rational polynomials and. The line that the graph of a rational function approaches is called the _________ ? ________. 1.) Graph:. Note: x cannot equal ___ ? ____

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