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Sketch and clearly label a clean picture of a function f(x) that meets all of the following conditions. You might want to sketch it on scratch paper first until you have it all figured out...neatness matters. 4. 11. 11. (11. Av. M vi. vii. vill. f has no sharp corners. (0)-(4)-2 and/(2)-6 has a zero slope at x = 0, 2,4 (not necessarily rel. max. or rel. min.). f is decreasing on (-0,0) and on (2,4). is increasing on (0,2) and on (4,00). has an increasing slope on (-0,1) and on (3,6) has a decreasing slope on (1.3) and on (6,00) has a horizontal asymptote of y=4 as x fis unbounded as x-

Sketch and clearly label a clean picture of a function f(x) that meets all of the following conditions. You might want to sketch it on scratch paper first until you have it all figured out...neatness matters. 4. 11. 11. (11. Av. M vi. vii. vill. f has no sharp corners. (0)-(4)-2 and/(2)-6 has a zero slope at x = 0, 2,4 (not necessarily rel. max. or rel. min.). f is decreasing on (-0,0) and on (2,4). is increasing on (0,2) and on (4,00). has an increasing slope on (-0,1) and on (3,6) has a decreasing slope on (1.3) and on (6,00) has a horizontal asymptote of y=4 as x fis unbounded as x-

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Sketch and clearly label a clean picture of a function f(x) that meets all of the following conditions. You might want to sketch it on scratch paper first until you have it all figured out...neatness matters. 4. 11. 11. V vi. vii. vill. f has no sharp corners. (0)-(4)-2 and f(2)=6 has a zero slope at x = 0, 2,4 (not necessarily rel. max. or rel. min.). fis decreasing on (-∞,0) and on (2,4). is increasing on (0,2) and on (4,00). has an increasing slope on (-0,1) and on (3,6) has a decreasing slope on (1,3) and on (6,00) has a horizontal asymptote of y=4 as x- fis unbounded as x--
Transcribed Image Text:Sketch and clearly label a clean picture of a function f(x) that meets all of the following conditions. You might want to sketch it on scratch paper first until you have it all figured out...neatness matters. 4. 11. 11. V vi. vii. vill. f has no sharp corners. (0)-(4)-2 and f(2)=6 has a zero slope at x = 0, 2,4 (not necessarily rel. max. or rel. min.). fis decreasing on (-∞,0) and on (2,4). is increasing on (0,2) and on (4,00). has an increasing slope on (-0,1) and on (3,6) has a decreasing slope on (1,3) and on (6,00) has a horizontal asymptote of y=4 as x- fis unbounded as x--
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