Find the critical numbers of f(z) = 2? – 18z + 4 and classify all extreme values given 0 < z < 12. a) O No critical numbers, no extreme values. b) O Critical no. 9; absolute max f(0) = 4; local and absolute min f(9) = -77. %3D c) O Critical no. 9 and 12; local max f(12) = f(9) = -68. d) O Critical no. 0; local max f(0) = 4. e) O Critical nos. 0 and 9; local and absolute min f(9) = -77; absolute max f(12) = -68. %3D

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter5: Inverse, Exponential, And Logarithmic Functions
Section5.3: The Natural Exponential Function
Problem 54E
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Find the critical numbers of f(x) = x² – 18x + 4 and classify all extreme values given 0 < ¤ < 12.
a) O No critical numbers, no extreme values.
b) O Critical no. 9; absolute max f(0) = 4; local and absolute min f(9) = -77.
c) O Critical no. 9 and 12; local max f(12) = f(9) = –68.
d)
Critical no. 0; local max f(0)
4.
OCritical nos. 0 and 9; local and absolute min f(9) = -77; absolute max f(12) = -68.
Transcribed Image Text:Find the critical numbers of f(x) = x² – 18x + 4 and classify all extreme values given 0 < ¤ < 12. a) O No critical numbers, no extreme values. b) O Critical no. 9; absolute max f(0) = 4; local and absolute min f(9) = -77. c) O Critical no. 9 and 12; local max f(12) = f(9) = –68. d) Critical no. 0; local max f(0) 4. OCritical nos. 0 and 9; local and absolute min f(9) = -77; absolute max f(12) = -68.
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