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The area under an acceleration graph represents the change in velocity. In other words, the area under the acceleration graph for a certain time interval is equal to the change in velocity during that time interval.
Distance-time graphs show how the distance travelled by a moving object changes with time. These graphs also show if the object is moving at a constant speed or accelerating, going back to...
A distance-time graph shows how the distance of an object moving in a straight line (from a starting position) varies over time: This graph shows a moving object moving further away from its origin. Constant Speed on a Distance-Time Graph. Distance-time graphs also show the following information: If the object is moving at a constant speed.
How to Find Distance in Speed-Time Graph. The diagram below shows a speed-time graph of a car. A straight line indicates a constant speed for a length of time. In order to calculate distance traveled, you’ll need to consider the horizontal axis and vertical axis as length and breadth.
David explains how to read an acceleration vs. time graph. He then shows how the area under the curve gives the change in velocity and does a few examples. Created by David SantoPietro.
Discover how the area under a velocity-time graph represents distance traveled. Understand how the slope of the graph indicates acceleration. Delve into scenarios of constant velocity and constant acceleration, and learn to calculate distance in each case.
Acceleration is equal to the gradient of a velocity-time graph. A falling line shows decreasing velocity called deceleration, which is a negative acceleration. The gradient of the line gives the instantaneous acceleration. The distance travelled is equal to the area under a velocity-time graph.
