USE THE GRAPH BELOW TO ANSWER QUESTIONS 6-10 Far Ba Question #6 - Which is true about x = D? a) f'(D) = 0 and f "(D)= (+) c) f'(D)= 0 and f"(D)=(-) e) D is an inflection point. a) 0 A Question #7 - How many total Relative extrema are on the graph? b) 1 c) 2 d) 3 a) A seves a) A b) f'(D)= (-) and f "(D)=0 d) f'(D) = (+) and f "(D) = (+) Question #8 - Which of the given points would be inflection points? b) B c) C d) D Question #9 - Which of the given points are Relative Maximums? b) B c) C e) 4 d) D

Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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USE THE GRAPH BELOW TO ANSWER QUESTIONS 6-10
Tota
.
Question #6-Which is true about x = D?
a) f'(D) = 0 and f "(D)= (+)
c) f'(D) = 0 and f"(D)= (-)
e) D is an inflection point.
a) 0
Ale
a) A
Question #7 - How many total Relative extrema are on the graph?
c) 2
d) 3
the
b) 1
a) Up
c) Down
b) f'(D)= (-) and f "(D)=0
e) Zero
d) f'(D) = (+) and f "(D)= (+)
Question #9 - Which of the given points are Relative Maximums?
b) B
c) C
Durah (
Question #8 - Which of the given points would be inflection points?
a) A
b) B
c) C
d) D
Question #10 - What is the concavity of the graph at point B?
b) Increasing
d) Decreasing
d) D
e) 4
Transcribed Image Text:USE THE GRAPH BELOW TO ANSWER QUESTIONS 6-10 Tota . Question #6-Which is true about x = D? a) f'(D) = 0 and f "(D)= (+) c) f'(D) = 0 and f"(D)= (-) e) D is an inflection point. a) 0 Ale a) A Question #7 - How many total Relative extrema are on the graph? c) 2 d) 3 the b) 1 a) Up c) Down b) f'(D)= (-) and f "(D)=0 e) Zero d) f'(D) = (+) and f "(D)= (+) Question #9 - Which of the given points are Relative Maximums? b) B c) C Durah ( Question #8 - Which of the given points would be inflection points? a) A b) B c) C d) D Question #10 - What is the concavity of the graph at point B? b) Increasing d) Decreasing d) D e) 4
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