4. f(x) = cos 2 5. Find the limits, if they exist. Clearly explain how you arrived at your solution. sin(x) lim lim tan(20) =

Algebra for College Students
10th Edition
ISBN:9781285195780
Author:Jerome E. Kaufmann, Karen L. Schwitters
Publisher:Jerome E. Kaufmann, Karen L. Schwitters
Chapter9: Polynomial And Rational Functions
Section9.4: Graphing Polynomial Functions
Problem 43PS
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looking for 4 and 5

In this section it is explained that if we can factor and cancel factors from the denominator then there is a
removable discontinuity that exists (a hole in the graph). If we cannot cancel, then there is a non-
removable discontinuity that exists (an asymptote).
For each problem determine the discontinuities (show your work!) and state whether they are removable
or non-removable. If there aren't any, clearly state why you have come to this conclusion.
Discontinuity -Removable or non-removable
f(x) = cos-
2
4.
5.
Find the limits, if they exist. Clearly explain how you arrived at your solution.
sin(x)
lim
lim tan(20) =
Transcribed Image Text:In this section it is explained that if we can factor and cancel factors from the denominator then there is a removable discontinuity that exists (a hole in the graph). If we cannot cancel, then there is a non- removable discontinuity that exists (an asymptote). For each problem determine the discontinuities (show your work!) and state whether they are removable or non-removable. If there aren't any, clearly state why you have come to this conclusion. Discontinuity -Removable or non-removable f(x) = cos- 2 4. 5. Find the limits, if they exist. Clearly explain how you arrived at your solution. sin(x) lim lim tan(20) =
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