Lesson 2 1. For the function y glx), analyze and find: a. lim g(x) b. lim g(x) c. lim g(x) d. lim g(x) e. lim g(x) g. g(2) h. g(-1) i g(-2) f. g(0)

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter5: Inverse, Exponential, And Logarithmic Functions
Section5.3: The Natural Exponential Function
Problem 1E
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ndSEM-SY2021-2022 (1).pdf
218
Lesson 2
1. For the function y= g(x), analyze and find:
a. lim g(x)
b. lim g(x)
c. lim g(x)
d. lim g(x)
e. lim g(x)
f. g(0)
g. g(2)
h. g(-1)
i. g(-2)
2. For the function y= fix), analyze and find:
!!
e f (3)
f.f(4)
a. lim f(1)
b. lim f(x)
C. lim f(x)
g. 1(2)
d. lim f(x)
h. f(-6)
Transcribed Image Text:ndSEM-SY2021-2022 (1).pdf 218 Lesson 2 1. For the function y= g(x), analyze and find: a. lim g(x) b. lim g(x) c. lim g(x) d. lim g(x) e. lim g(x) f. g(0) g. g(2) h. g(-1) i. g(-2) 2. For the function y= fix), analyze and find: !! e f (3) f.f(4) a. lim f(1) b. lim f(x) C. lim f(x) g. 1(2) d. lim f(x) h. f(-6)
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