Problem 9 center plot below, for the time interval from 0 to 40 seconds. At time t=0, it is located at the position x =-100 m (see the dot on the x() plot). Sketch in the position vs. time curve on the first plot below, and the acceleration vs. time in the third plot. Give a brief explanation for how you are determining these. Also, make sure to label numerical values for the acceleration(s), and for x positions. Give the values of x at the points where: An object in one-dimensional motion follows the velocity vs. time curve shown in the (1) the object has its greatest positive x value, and (2) the final x position at the end of 40.0 s. x() (m)

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Chapter1: Units, Trigonometry. And Vectors
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Problem 9
center plot below, for the time interval from 0 to 40 seconds. At time t = 0, it is located at the position x
=-100 m (see the dot on the x(1) plot). Sketch in the position vs. time curve on the first plot below, and the
acceleration vs. time in the third plot. Give a brief explanation for how you are determining these. Also,
make sure to label numerical values for the acceleration(s), and for x positions. Give the values of x at the
points where:
An object in one-dimensional motion follows the velocity vs. time curve shown in the
(1) the object has its greatest positive x valuc, and
(2) the final x position at the end of 40.0 s.
x() (m)
100
(s)
-100
1) (m/s)
10.0
! (s)
-10.0-
al) (m/s')
Transcribed Image Text:Problem 9 center plot below, for the time interval from 0 to 40 seconds. At time t = 0, it is located at the position x =-100 m (see the dot on the x(1) plot). Sketch in the position vs. time curve on the first plot below, and the acceleration vs. time in the third plot. Give a brief explanation for how you are determining these. Also, make sure to label numerical values for the acceleration(s), and for x positions. Give the values of x at the points where: An object in one-dimensional motion follows the velocity vs. time curve shown in the (1) the object has its greatest positive x valuc, and (2) the final x position at the end of 40.0 s. x() (m) 100 (s) -100 1) (m/s) 10.0 ! (s) -10.0- al) (m/s')
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