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-12 -4 x→0 18 -18 (a) lim G(x) = ΝΑ (c) limG(x) = x→0 For the function graphed in the accompanying figure, find the following limits. If a limit does not exist, enter NA. (b) lim G(x) = 9 x→0+ 4 (d) G(0) = 0 y = G(x) 12

-12 -4 x→0 18 -18 (a) lim G(x) = ΝΑ (c) limG(x) = x→0 For the function graphed in the accompanying figure, find the following limits. If a limit does not exist, enter NA. (b) lim G(x) = 9 x→0+ 4 (d) G(0) = 0 y = G(x) 12

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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-12 -4 x→0 18 -18 (a) lim G(x) = ΝΑ (c) limG(x) = x→0 For the function graphed in the accompanying figure, find the following limits. If a limit does not exist, enter NA. (b) lim G(x) = 9 x→0+ 4 (d) G(0) = 0 y = G(x) 12
Transcribed Image Text:-12 -4 x→0 18 -18 (a) lim G(x) = ΝΑ (c) limG(x) = x→0 For the function graphed in the accompanying figure, find the following limits. If a limit does not exist, enter NA. (b) lim G(x) = 9 x→0+ 4 (d) G(0) = 0 y = G(x) 12
Consider the function g graphed in the accompanying figure. For what values of –3 < xo < 2 does lim g(x) exist? x→X) न x lim g (x) exists for all – 3 < xo < 2 except xo = i x→Xp !
Transcribed Image Text:Consider the function g graphed in the accompanying figure. For what values of –3 < xo < 2 does lim g(x) exist? x→X) न x lim g (x) exists for all – 3 < xo < 2 except xo = i x→Xp !
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