The graph above shows the acceleration of a cart as a function of time during a 7-second period. The numbers on the vertical axis have intentionally been left blank. The cart starts at the origin with a velocity of zero and an acceleration of zero. The acceleration increases (in the positive direction) at a steady rate for 4.0 seconds, when the acceleration reaches a value of 4 meters per second squared. The acceleration is then zero for the remaining 3.0 seconds. What is the position of the cart (in meters) when t = 5.3 seconds?
The graph above shows the acceleration of a cart as a function of time during a 7-second period. The numbers on the vertical axis have intentionally been left blank. The cart starts at the origin with a velocity of zero and an acceleration of zero. The acceleration increases (in the positive direction) at a steady rate for 4.0 seconds, when the acceleration reaches a value of 4 meters per second squared. The acceleration is then zero for the remaining 3.0 seconds. What is the position of the cart (in meters) when t = 5.3 seconds?
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The graph above shows the acceleration of a cart as a function of time during a 7-second period. The numbers on the vertical axis have intentionally been left blank.
The cart starts at the origin with a velocity of zero and an acceleration of zero. The acceleration increases (in the positive direction) at a steady rate for 4.0 seconds, when the acceleration reaches a value of 4 meters per second squared. The acceleration is then zero for the remaining 3.0 seconds.
What is the position of the cart (in meters) when t = 5.3 seconds?
Transcribed Image Text:Aceleration as a function of time
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Time (s)
Acceleration (m/s?)
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