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Question 2 7a. Let f (x)=-6. What type of critical point is located at x = 6? Local minimum Unknown Neither a local max or local min Local maximum Question 1 13d. Determine the absolute maximum point of f(x)=8x+81x² - 42x - 8 on the interval [-4,2]. (0.25, -13.3125) O(-8,1416) ○ (-4,944) ○ (2,296)

Question 2 7a. Let f (x)=-6. What type of critical point is located at x = 6? Local minimum Unknown Neither a local max or local min Local maximum Question 1 13d. Determine the absolute maximum point of f(x)=8x+81x² - 42x - 8 on the interval [-4,2]. (0.25, -13.3125) O(-8,1416) ○ (-4,944) ○ (2,296)

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter3: Functions And Graphs
Section3.4: Definition Of Function
Problem 51E
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Question 2 7a. Let f (x)=-6. What type of critical point is located at x = 6? Local minimum Unknown Neither a local max or local min Local maximum
Transcribed Image Text:Question 2 7a. Let f (x)=-6. What type of critical point is located at x = 6? Local minimum Unknown Neither a local max or local min Local maximum
Question 1 13d. Determine the absolute maximum point of f(x)=8x+81x² - 42x - 8 on the interval [-4,2]. (0.25, -13.3125) O(-8,1416) ○ (-4,944) ○ (2,296)
Transcribed Image Text:Question 1 13d. Determine the absolute maximum point of f(x)=8x+81x² - 42x - 8 on the interval [-4,2]. (0.25, -13.3125) O(-8,1416) ○ (-4,944) ○ (2,296)
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