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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

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter3: Functions And Graphs
Section3.2: Graphs Of Equations
Problem 78E
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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
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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