(9, 21) 20- 15 v1(t) 10 (0, 3) (9, 3) 10 Two objects move forward along a straight track, for 10 seconds. Object 1 speeds up as it travels. Its velocity function is the increasing line graphed above, labeled v1 Object 2 travels at a steady pace. Its velocity function is graphed above, labeled v2(t). The following questions refer to the graph above.

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter5: Inverse, Exponential, And Logarithmic Functions
Section5.6: Exponential And Logarithmic Equations
Problem 68E
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(9, 21)
20
15
v1(t)
10-
(0, 3)
(9, 3)
v2(t)
10
Two objects move forward along a straight track, for 10 seconds.
Object 1 speeds up as it travels. Its velocity function is the increasing line graphed above, labeled v1(t).
Object 2 travels at a steady pace. Its velocity function is graphed above, labeled v2(t).
The following questions refer to the graph above.
Transcribed Image Text:(9, 21) 20 15 v1(t) 10- (0, 3) (9, 3) v2(t) 10 Two objects move forward along a straight track, for 10 seconds. Object 1 speeds up as it travels. Its velocity function is the increasing line graphed above, labeled v1(t). Object 2 travels at a steady pace. Its velocity function is graphed above, labeled v2(t). The following questions refer to the graph above.
Which of the following are valid strategies for finding Object 2's displacement during the time interval [0,10]?
Select ALL that apply.
Find a formula for the object's position function, s2(t), and then calculate the difference s2(10)-s2(0).
Find a formula for the velocity function v2(t) and then calculate the difference v2(10)-v2(0).
Calculate the area of the rectangular region between the v2(t) graph and the horizontal axis.
Calculate the area of the trapezoidal region between the v1(t) graph and the horizontal axis.
Transcribed Image Text:Which of the following are valid strategies for finding Object 2's displacement during the time interval [0,10]? Select ALL that apply. Find a formula for the object's position function, s2(t), and then calculate the difference s2(10)-s2(0). Find a formula for the velocity function v2(t) and then calculate the difference v2(10)-v2(0). Calculate the area of the rectangular region between the v2(t) graph and the horizontal axis. Calculate the area of the trapezoidal region between the v1(t) graph and the horizontal axis.
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