The graph of a differentiable function g is shown in 3 2 1+/ Arrange the values of 2 in increasing order. 3 0, g'(0), g'(1), g'(2), g'(3)

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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The graph of a differentiable function g is
shown in
3
2
n
1+/
2
Arrange the values of
3
0, g'(0), g'(1), g'(2), g'(3)
in increasing order.
¹ g(1) < 0 <g'(2) < g'(3) < 9 (0)
2 g'(1) < 0 <g'(3) < g'(0) < g'(2)
3. g'(2) <0<g'(3) < g'(1) < g'(0)
g'(1) <0<g'(0) <g'(2) < g'(3)
4.
5. g'(2) <0<g'(1) < g'(0) < g'(3)
6 g'(2) <0<g'(1) < g'(3) < g'(0)
Transcribed Image Text:The graph of a differentiable function g is shown in 3 2 n 1+/ 2 Arrange the values of 3 0, g'(0), g'(1), g'(2), g'(3) in increasing order. ¹ g(1) < 0 <g'(2) < g'(3) < 9 (0) 2 g'(1) < 0 <g'(3) < g'(0) < g'(2) 3. g'(2) <0<g'(3) < g'(1) < g'(0) g'(1) <0<g'(0) <g'(2) < g'(3) 4. 5. g'(2) <0<g'(1) < g'(0) < g'(3) 6 g'(2) <0<g'(1) < g'(3) < g'(0)
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