d) increasing decreasing. (You may use maple. However, you must clearly show how you used the first derivative test?) Round to the nearest hundredth where applicable) Find coordinates of all relative extrema and the intervals where the function is flx) f(x) Relative Extrema: Increasing: Decreasing: Find intervals where the function is concave up and where the function is concave e) down. (Round to the nearest hundredth where applicable) You may use maple. However, you must clearly show how you used the second derivative )
d) increasing decreasing. (You may use maple. However, you must clearly show how you used the first derivative test?) Round to the nearest hundredth where applicable) Find coordinates of all relative extrema and the intervals where the function is flx) f(x) Relative Extrema: Increasing: Decreasing: Find intervals where the function is concave up and where the function is concave e) down. (Round to the nearest hundredth where applicable) You may use maple. However, you must clearly show how you used the second derivative )
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
Related questions
Question
100%
d,e

Transcribed Image Text:d)
increasing decreasing. (You may use maple. However, you must clearly show how you used
the first derivative test?) Round to the nearest hundredth where applicable)
Find coordinates of all relative extrema and the intervals where the function is
fíx)
f(x)
Relative Extrema:
Increasing:
Decreasing:
e).
down. (Round to the nearest hundredth where applicable) You may use maple. However, you
must clearly show how you used the second derivative )
Find intervals where the function is concave up and where the function is concave
f(x)
f'(x)
Concave Up:
Concave Down:

Transcribed Image Text:Given the function below:
x* +x'-2x² +2
f(x) =
х* +х-2
a)
Find the domain of the function above. Write the domain in interval notation.
Domain;(-♡, 2)U(-2, 1)U(1, »)
Find the intercepts (x, y-intercepts); write as ordered pair. (round to the nearest
b)
hundredth where applicable)
x=-(-1,0),(-1.769, 0)
9=(0,-1)
Find equations of any vertical or horizontal asymptotes. If there are no asymptotes,
c)
state that. (You must use the definition of vertical asymptotes)
Vertical Asympto tes:X= -a,1
up and where the fonction is conce
ncav
You may use maple Howerer, yo
vetive)
No Horizontal Asymptotes
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