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3+ -3+ 5 Graph of r (A) (i) Write the equation of the line that is the vertical asymptote of r. (ii) Write the equation of the line that is the horizontal asymptote of r. (B) (i) Determine the end behavior of r as x increases without bound. Express your answer using the mathematical notation of a limit. (ii) Evaluate the following limits: limr(x)= 1-2 (C) (i) Find all intervals for which r(x)≤0. limr(x)= (ii) Write a possible equation in factored form for the rational function r(x).

3+ -3+ 5 Graph of r (A) (i) Write the equation of the line that is the vertical asymptote of r. (ii) Write the equation of the line that is the horizontal asymptote of r. (B) (i) Determine the end behavior of r as x increases without bound. Express your answer using the mathematical notation of a limit. (ii) Evaluate the following limits: limr(x)= 1-2 (C) (i) Find all intervals for which r(x)≤0. limr(x)= (ii) Write a possible equation in factored form for the rational function r(x).

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter4: Polynomial And Rational Functions
Section4.5: Rational Functions
Problem 51E
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3+ -3+ 5 Graph of r (A) (i) Write the equation of the line that is the vertical asymptote of r. (ii) Write the equation of the line that is the horizontal asymptote of r. (B) (i) Determine the end behavior of r as x increases without bound. Express your answer using the mathematical notation of a limit. (ii) Evaluate the following limits: limr(x)= 1-2 (C) (i) Find all intervals for which r(x)≤0. limr(x)= (ii) Write a possible equation in factored form for the rational function r(x).
Transcribed Image Text:3+ -3+ 5 Graph of r (A) (i) Write the equation of the line that is the vertical asymptote of r. (ii) Write the equation of the line that is the horizontal asymptote of r. (B) (i) Determine the end behavior of r as x increases without bound. Express your answer using the mathematical notation of a limit. (ii) Evaluate the following limits: limr(x)= 1-2 (C) (i) Find all intervals for which r(x)≤0. limr(x)= (ii) Write a possible equation in factored form for the rational function r(x).
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