The function f(c) = x – 18x + 12 has a derivative of f'(x) = 4a-36 = 4x(x? - 9). Determine the x-values that should be evaluated in f(x) to find the extreme values of the function on the interval [-1,6] according to the extreme value function. Select all that apply. This question does not require you to solve for the extreme values. X=-1 O x=5 x-5 X=-3 口 x=2 x=4 O x-0.

Functions and Change: A Modeling Approach to College Algebra (MindTap Course List)
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Author:Bruce Crauder, Benny Evans, Alan Noell
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Chapter2: Graphical And Tabular Analysis
Section2.1: Tables And Trends
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The function f(c) = x – 18 + 12 has a derivative of
f'(x) = 4a-36 = 4x(x - 9).
Determine the x-values that should be evaluated in f(x) to find the extreme
values of the function on the interval [-1,6] according to the extreme value
function. Select all that apply. This question does not require you to solve
for the extreme values.
X=-1
O x=5
O x=-3
O x=2
O x=4
O x=0
Ox=-2
x-3
x-1
|メ-6
OCT
22
otv
Transcribed Image Text:The function f(c) = x – 18 + 12 has a derivative of f'(x) = 4a-36 = 4x(x - 9). Determine the x-values that should be evaluated in f(x) to find the extreme values of the function on the interval [-1,6] according to the extreme value function. Select all that apply. This question does not require you to solve for the extreme values. X=-1 O x=5 O x=-3 O x=2 O x=4 O x=0 Ox=-2 x-3 x-1 |メ-6 OCT 22 otv
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