Question 18 For the function f(x), find any Relative Extrema, if possible. f(x) = x³ + 3x² - 9x – 13 | (A Relative Minimum at (– 1,18), Relative Ma ximun at (3, – 14). B Relative Minimum at (– 1,18), Relative Maximum at (3 , 14). No Relative Extrema exist. D Relarive Minimum at (1, – 18), Relative Maximum at (-3,14).

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ISBN:9781938168383
Author:Jay Abramson
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Chapter3: Functions
Section3.3: Rates Of Change And Behavior Of Graphs
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Question 18
For the function f(x), find any Relative Extrema, if possible.
f(x)
x3 + 3x2 – 9x – 13
Relative Minimum at (–1,18),
A
Relative Ma ximun at (3, – 14).
B
Relative Minimum at (-1,18),
В
Relative Maximum at (3, 14).
C
No Relative Extrema exist.
Relarive Minimum at (1, – 18),
Relative Maximum at (- 3,14).
|
Transcribed Image Text:Question 18 For the function f(x), find any Relative Extrema, if possible. f(x) x3 + 3x2 – 9x – 13 Relative Minimum at (–1,18), A Relative Ma ximun at (3, – 14). B Relative Minimum at (-1,18), В Relative Maximum at (3, 14). C No Relative Extrema exist. Relarive Minimum at (1, – 18), Relative Maximum at (- 3,14). |
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