1. The graph shown below represent the position function s(t) of an object moving up and down on a coordinate line. s = f(t) 10 15 Time (sec) a. Approximate the times when the velocity is equal to zero. b. Sketch a graph for s'(t) the velocity function. c. What are the critical values of s(t)? d. Approximate the intervals of time , when the object is moving away from the origin. Displacement
1. The graph shown below represent the position function s(t) of an object moving up and down on a coordinate line. s = f(t) 10 15 Time (sec) a. Approximate the times when the velocity is equal to zero. b. Sketch a graph for s'(t) the velocity function. c. What are the critical values of s(t)? d. Approximate the intervals of time , when the object is moving away from the origin. Displacement
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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ONLY parts A - D please, show all work thank you
Transcribed Image Text:1. The graph shown below represent the position function s(t) of an object moving up and
down on a coordinate line.
s = f(t)
10
15
Time (sec)
a. Approximate the times when the velocity is equal to zero.
b. Sketch a graph for s'(t) the velocity function.
c. What are the critical values of s(t)?
d. Approximate the intervals of time , when the object is moving away from the origin.
e. Approximate the intervals of time , when the object is moving toward the origin.
f. Using the graph of the velocity function sketch a graph for s"(t) the acceleration
function.
g. What are the critical values of s'(t)?
h. Approximate the times when the acceleration is equal to zero.
i. Approximate the intervals of time ,when the acceleration is positive.
j. Approximate the intervals of time ,when the acceleration is negative.
k. What intervals does s(t) concaves up and concaves down?
Displacement
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