For the function g whose graph is given, state the following. To type ∞ or -∞o, enter INFINITY or -INFINITY.(a)3(b)0lim g(x) =I →∞lim g(x) =x → ∞limg (x):(c) I-3INFINITY(d) lim g(x)==0+z2for=-INFINITY(e) lim_g(x) =-INFINITYN(f) The equations of the asymptotes. (Select all that apply.)O x = -30x = -2O x = 00x = 2O x = 3Oy = -3Oy = -2Oy = 0Oy = 2

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For the function g whose graph is given, state the following. To type ∞ or -∞o, enter INFINITY or -INFINITY. lim g(x) = (a) 3 (c) lim g(x) = (b) #118 0 x+x (d) INFINITY (e) limg (x) = 0 Im limg(x) = 0+z -INFINITY lim g(x) = x-2+ -INFINITY 2 M (f) The equations of the asymptotes. (Select all that apply.) Ox= -3 Ox = -2 O x = 0 Ox=2 Ox= 3 Oy = -3 Oy = -2 Oy=0 Oy = 2

For the function g whose graph is given, state the following. To type ∞ or -∞o, enter INFINITY or -INFINITY. lim g(x) = (a) 3 (c) lim g(x) = (b) #118 0 x+x (d) INFINITY (e) limg (x) = 0 Im limg(x) = 0+z -INFINITY lim g(x) = x-2+ -INFINITY 2 M (f) The equations of the asymptotes. (Select all that apply.) Ox= -3 Ox = -2 O x = 0 Ox=2 Ox= 3 Oy = -3 Oy = -2 Oy=0 Oy = 2

Trigonometry (MindTap Course List)

10th Edition

ISBN:9781337278461

Author:Ron Larson

Publisher:Ron Larson

ChapterP: Prerequisites

SectionP.7: A Library Of Parent Functions

Problem 47E

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