State whether lim f (x) and f(c) are equal or unequal at the given value of c. Also, state whether lim f(x) or f(c) does not exist. y. -- -5 i. c= -3 v. c= 1 ix. c = 4 ii. c = -2 vi. c = 2 X C= 6 iii. c = 0 vii. c= 2.3 iv. c= 0.5 viii. c= 3

Functions and Change: A Modeling Approach to College Algebra (MindTap Course List)
6th Edition
ISBN:9781337111348
Author:Bruce Crauder, Benny Evans, Alan Noell
Publisher:Bruce Crauder, Benny Evans, Alan Noell
Chapter5: A Survey Of Other Common Functions
Section5.6: Higher-degree Polynomials And Rational Functions
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Please answer the iv to x subparts with explanation provided on the second picture, thank you.

АCTIVITY 5
State whether lim f (x) and f(c) are equal or unequal at the given value of c. Also, state whether lim f (x) or f(c)
does not exist,
6-
--5
-3
-2
i. c= -3
v. c= 1
ix. c= 4
ii. c= -2
vi. c= 2
X C= 6
%3D
%3D
iii. c = 0
vii. c= 2.3
iv. c = 0.5
viii. c= 3
%3D
Transcribed Image Text:АCTIVITY 5 State whether lim f (x) and f(c) are equal or unequal at the given value of c. Also, state whether lim f (x) or f(c) does not exist, 6- --5 -3 -2 i. c= -3 v. c= 1 ix. c= 4 ii. c= -2 vi. c= 2 X C= 6 %3D %3D iii. c = 0 vii. c= 2.3 iv. c = 0.5 viii. c= 3 %3D
Part i)
To check whether the limf(x) and f(c) are equal or unequal at the value c = -3.
From graph,
The value of the function at e = -3 is f(-3) = 2.
Since the graph of the function f(x) approaches to 2 whenever x approaches to -3 from the left
and right sides.
Thus, the lim f(x ) exist and equal to 2
X--3
lim
Therefore, lim
X--3
()-(-).
Transcribed Image Text:Part i) To check whether the limf(x) and f(c) are equal or unequal at the value c = -3. From graph, The value of the function at e = -3 is f(-3) = 2. Since the graph of the function f(x) approaches to 2 whenever x approaches to -3 from the left and right sides. Thus, the lim f(x ) exist and equal to 2 X--3 lim Therefore, lim X--3 ()-(-).
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