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4. The graph of the function r(x) is shown. The vertical asymptotes are shown as vertical dotted lines on the graph. 15 Describe the behavior near the vertical asymptotes x=-2. 10 r(x) → as x → and r(x) → as x → Describe the behavior near the vertical asymptote x= 2. r(x) → -10 -8 10 as x → and r(x) → as x → Describe the end behavior (fill in the blanks): r(x) → as x → and -10 r(x) → as x → The equation for the horizontal asymptote (the -15 horizontal dotted line) is has multiplicity that is equal 1/ even / odd and greater than 1. The zero at x = -20

4. The graph of the function r(x) is shown. The vertical asymptotes are shown as vertical dotted lines on the graph. 15 Describe the behavior near the vertical asymptotes x=-2. 10 r(x) → as x → and r(x) → as x → Describe the behavior near the vertical asymptote x= 2. r(x) → -10 -8 10 as x → and r(x) → as x → Describe the end behavior (fill in the blanks): r(x) → as x → and -10 r(x) → as x → The equation for the horizontal asymptote (the -15 horizontal dotted line) is has multiplicity that is equal 1/ even / odd and greater than 1. The zero at x = -20

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter10: Sequences, Series, And Probability
Section10.6: Permutations
Problem 47E
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4. The graph of the function r(x) is shown. The vertical asymptotes are shown as vertical dotted lines on the graph. 15 Describe the behavior near the vertical asymptotes x=-2. |10 r(x) → as x → and r(x) → as x → Describe the behavior near the vertical asymptote x= 2. r(x) → -10 -8 -6 -4 6 10 as x → and r(x) → as x → Describe the end behavior (fill in the blanks): r(x) → as x → and -10 r(x) → as x → The equation for the horizontal asymptote (the -15 horizontal dotted line) is has multiplicity that is equal 1/ even / odd and greater than 1. The zero at x = -20
Transcribed Image Text:4. The graph of the function r(x) is shown. The vertical asymptotes are shown as vertical dotted lines on the graph. 15 Describe the behavior near the vertical asymptotes x=-2. |10 r(x) → as x → and r(x) → as x → Describe the behavior near the vertical asymptote x= 2. r(x) → -10 -8 -6 -4 6 10 as x → and r(x) → as x → Describe the end behavior (fill in the blanks): r(x) → as x → and -10 r(x) → as x → The equation for the horizontal asymptote (the -15 horizontal dotted line) is has multiplicity that is equal 1/ even / odd and greater than 1. The zero at x = -20
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