Use the following graph of the tunction f(x) = 3 sin z, which passes through A(-,-3), B(, 1.5), and C(, 3). to answer the questions. 3 3 -2 -1 1 -2 -3 A

Calculus: Early Transcendentals
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Author:James Stewart
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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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Part B: Are there other a-values for which f(z) has the same instantaneous rate of change
that it has at point B?
Select one answer for Part A and one answer for Part B.
OA: The instantaneous rate of change increases from A to B to C.
O A: The instantaneous rate of change decreases from A to B to C.
O A: The instantaneous rate of change increases from A to B, and then
decreases from B to C.
OA The instantaneous rate of change decreases from A to B. and then
increases from B to C.
O B: Because the full graph of f(x) is not visible, it is not possible to
determine whether there are other values for a where f(x) has the same
instantaneous rate of change.
O B: Yes. Because f(x) is periodic, it will behave the same for each cycle of
f(x), which means there are other points at which the function has the
same instantaneous rate of change that it has at point B.
OB. No. Because each x-value corresponds to only one y-value, the
function wil not have the same instantaneous rate of change again.
O B: Yes. The instantaneous rate of change is the same at all points in the
graph of f(x).
Transcribed Image Text:Part B: Are there other a-values for which f(z) has the same instantaneous rate of change that it has at point B? Select one answer for Part A and one answer for Part B. OA: The instantaneous rate of change increases from A to B to C. O A: The instantaneous rate of change decreases from A to B to C. O A: The instantaneous rate of change increases from A to B, and then decreases from B to C. OA The instantaneous rate of change decreases from A to B. and then increases from B to C. O B: Because the full graph of f(x) is not visible, it is not possible to determine whether there are other values for a where f(x) has the same instantaneous rate of change. O B: Yes. Because f(x) is periodic, it will behave the same for each cycle of f(x), which means there are other points at which the function has the same instantaneous rate of change that it has at point B. OB. No. Because each x-value corresponds to only one y-value, the function wil not have the same instantaneous rate of change again. O B: Yes. The instantaneous rate of change is the same at all points in the graph of f(x).
Use the following graph of the function f()
= 3 sin x, which passes through
A(-,-3), B(, 1.5), and C(, 3). to answer the questions.
3
13
-2
-1
1
-2
-3
©2017 FlipSwitch. Created using GeoGebra.
Part A: Which statement gives the best description for the instantaneous rate of change for
noints on the graph?
2.
Transcribed Image Text:Use the following graph of the function f() = 3 sin x, which passes through A(-,-3), B(, 1.5), and C(, 3). to answer the questions. 3 13 -2 -1 1 -2 -3 ©2017 FlipSwitch. Created using GeoGebra. Part A: Which statement gives the best description for the instantaneous rate of change for noints on the graph? 2.
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