You are given the graph of the derivative, f', of the function f on an interval (a, b). Use this graph to determine where the graph of f is increasing, where f is constant, and where f is decreasing. y = f'(x) a C d 4 Ⓡ Ofis decreasing on the interval (a, c), decreasing on the interval (c, d) and increasing on the interval (d, b). Of is increasing on the interval (a, c), decreasing on the interval (c, d) and increasing on the interval (d, b). Ofis decreasing on the interval (a, c), decreasing on the interval (c, d) and constant on the interval (d, b). Of is increasing on the interval (a, c), decreasing on the interval (c, d) and decreasing on the interval (d, b). Of is constant on the interval (a, c), decreasing on the interval (c, d) and decreasing on the interval (d, b).

You are given the graph of the derivative, f', of the function f on an interval (a, b). Use this graph to determine where the graph of f is increasing, where f is constant, and where f is decreasing. y = f'(x) a C d 4 Ⓡ Ofis decreasing on the interval (a, c), decreasing on the interval (c, d) and increasing on the interval (d, b). Of is increasing on the interval (a, c), decreasing on the interval (c, d) and increasing on the interval (d, b). Ofis decreasing on the interval (a, c), decreasing on the interval (c, d) and constant on the interval (d, b). Of is increasing on the interval (a, c), decreasing on the interval (c, d) and decreasing on the interval (d, b). Of is constant on the interval (a, c), decreasing on the interval (c, d) and decreasing on the interval (d, b).

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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Question

Multiple choice- interpret graph increasing/decreasing/constant intervals

You are given the graph of the derivative, f', of the function f on an interval (a, b). Use this graph to determine where the graph of f is increasing,
where f is constant, and where f is decreasing.
y = f'(x)
a C
d
4
Ⓡ
Ofis decreasing on the interval (a, c), decreasing on the interval (c, d) and increasing on the interval (d, b).
Of is increasing on the interval (a, c), decreasing on the interval (c, d) and increasing on the interval (d, b).
Ofis decreasing on the interval (a, c), decreasing on the interval (c, d) and constant on the interval (d, b).
Of is increasing on the interval (a, c), decreasing on the interval (c, d) and decreasing on the interval (d, b).
Of is constant on the interval (a, c), decreasing on the interval (c, d) and decreasing on the interval (d, b).

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