Use the graph of the function f' to estimate the intervals on which the function fis (a) increasing or (b) decreasing. Also, (c) estimate the x-coordinates of all local extreme values. (Assume that the function f is continuous, even at the points where f' is undefined.) The domain off' is [0,4)U(4,6]. 0: -10- (a) Where is the function f increasing? A. [4,00) B. [2,4) and (4.6) C. (-∞,1] and [3,4) and (5,00] D. (-004) E. [2.4) and (4,00) OF. [0,1] and [3.4) and (5.6] OH. (4.5) G. [1,3] and (4,5] (b) Where is the function f decreasing? A. [0.1] and [3,4) and (5.6) B. (-0,4] C. [4,00) D. (-∞,1] and [3,4) and (5,00] E. [1,3] and (4,5) OF. [2,4) and (4.6) G. (4,5) OH. [2,4) and (4,00) (c) What are the approximate x-coordinates of all local extreme values of the function ? A. The graph of f has a local minimum at x=2 and a local maximum at x = 4. B. The graph off has local maxima at x = 1, x= 3, and x = 5. C. The graph of f has local maxima at x = 3 and x=5 and a local minimum at x = 1. D. The graph of f has local maxima at x = 1 and x=4 and local minima at x = 3 and x = 5. E. The graph off has a local minimum at x=2 and a local minimum at x = 4. F. The graph of f has local minima at x = 1, x=3, and x = 5. y=r(0) a
Use the graph of the function f' to estimate the intervals on which the function fis (a) increasing or (b) decreasing. Also, (c) estimate the x-coordinates of all local extreme values. (Assume that the function f is continuous, even at the points where f' is undefined.) The domain off' is [0,4)U(4,6]. 0: -10- (a) Where is the function f increasing? A. [4,00) B. [2,4) and (4.6) C. (-∞,1] and [3,4) and (5,00] D. (-004) E. [2.4) and (4,00) OF. [0,1] and [3.4) and (5.6] OH. (4.5) G. [1,3] and (4,5] (b) Where is the function f decreasing? A. [0.1] and [3,4) and (5.6) B. (-0,4] C. [4,00) D. (-∞,1] and [3,4) and (5,00] E. [1,3] and (4,5) OF. [2,4) and (4.6) G. (4,5) OH. [2,4) and (4,00) (c) What are the approximate x-coordinates of all local extreme values of the function ? A. The graph of f has a local minimum at x=2 and a local maximum at x = 4. B. The graph off has local maxima at x = 1, x= 3, and x = 5. C. The graph of f has local maxima at x = 3 and x=5 and a local minimum at x = 1. D. The graph of f has local maxima at x = 1 and x=4 and local minima at x = 3 and x = 5. E. The graph off has a local minimum at x=2 and a local minimum at x = 4. F. The graph of f has local minima at x = 1, x=3, and x = 5. y=r(0) a
Advanced Engineering Mathematics
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ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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Could I please have help with part c? Thank you.
![Use the graph of the function f' to estimate the intervals on which the function fis (a)
increasing or (b) decreasing. Also, (c) estimate the x-coordinates of all local extreme
values. (Assume that the function fis continuous, even at the points where f' is
undefined.) The domain of f' is (0,4)U(4,6].
10-
y=r(x)
0-
-5-
-101
(a) Where is the function fincreasing?
A. [4,00)
B. [2,4) and (4,6)
C. (-00,1] and [3,4) and (5,00]
D. (-00,4]
E. [2.4) and (4,00)
OF. [0,1] and [3,4) and (5,6]
OH. (4,5)
G. [1,3] and (4,5)
(b) Where is the function f decreasing?
A. [0.1] and [3,4) and (5,6]
В. (- оо,4]
C. (4,00)
OD. (- 0,1] and [3,4) and (5,00]
E. [1,3] and (4,5]
F. [2,4) and (4,6)
G. (4,5]
OH. [2,4) and (4, 00)
(c) What are the approximate x-coordinates of all local extreme values of the function f?
A. The graph of f has a local minimum at x =2 and a local maximum at x= 4.
B. The graph of f has local maxima at x = 1, x = 3, and x= 5.
C. The graph of f has local maxima at x = 3 and x =5 and a local minimum at x = 1.
D. The graph of f has local maxima at x = 1 and x =4 and local minima at x = 3 and x = 5.
E. The graph of f has a local minimum at x=2 and a local minimum at x= 4.
OF. The graph of f has local minima at x = 1, x= 3, and x= 5.
O O O O](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F7dd07b73-2d8e-4771-96b5-c7cb873f5a77%2F148d029e-9dff-45f9-a703-bf12ead0e7b1%2F9ap0cmf_processed.png&w=3840&q=75)
Transcribed Image Text:Use the graph of the function f' to estimate the intervals on which the function fis (a)
increasing or (b) decreasing. Also, (c) estimate the x-coordinates of all local extreme
values. (Assume that the function fis continuous, even at the points where f' is
undefined.) The domain of f' is (0,4)U(4,6].
10-
y=r(x)
0-
-5-
-101
(a) Where is the function fincreasing?
A. [4,00)
B. [2,4) and (4,6)
C. (-00,1] and [3,4) and (5,00]
D. (-00,4]
E. [2.4) and (4,00)
OF. [0,1] and [3,4) and (5,6]
OH. (4,5)
G. [1,3] and (4,5)
(b) Where is the function f decreasing?
A. [0.1] and [3,4) and (5,6]
В. (- оо,4]
C. (4,00)
OD. (- 0,1] and [3,4) and (5,00]
E. [1,3] and (4,5]
F. [2,4) and (4,6)
G. (4,5]
OH. [2,4) and (4, 00)
(c) What are the approximate x-coordinates of all local extreme values of the function f?
A. The graph of f has a local minimum at x =2 and a local maximum at x= 4.
B. The graph of f has local maxima at x = 1, x = 3, and x= 5.
C. The graph of f has local maxima at x = 3 and x =5 and a local minimum at x = 1.
D. The graph of f has local maxima at x = 1 and x =4 and local minima at x = 3 and x = 5.
E. The graph of f has a local minimum at x=2 and a local minimum at x= 4.
OF. The graph of f has local minima at x = 1, x= 3, and x= 5.
O O O O
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