Aavg = V/t (Average Acceleration equation)
Definition
The average acceleration equation, Aavg = V/t, determines how quickly an object's velocity changes over time by dividing the change in velocity (V) by the time interval (t).
Analogy
Think of a roller coaster ride. The average acceleration equation is like measuring how much your velocity changes during each second of the ride. It tells you how fast your speed increases or decreases over time.
Related terms
Change in Velocity (∆V): The difference between final and initial velocities of an object.
Time Interval (∆t): The difference between final and initial times during which a change in motion occurs.
Instantaneous Acceleration: The acceleration at any given moment, calculated as the derivative of velocity with respect to time.
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