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We can calculate the distance travelled by an object using a velocity time graph. Since the velocity is a vector, we can also use this graph to calculate the displacement of an object. The area under a velocity-time graph is the distance travelled.
Let's derive the three equations of motion using a velocity time graph v = u + at s = ut + 1/2 at^2 v^2 = u^2+2as.
Velocity Time Graphs, Acceleration & Position Time Graphs - Physics YouTube Start of suggested clip End of suggested clip Line of the position time graph gives you instantaneous velocity that is the velocity instantly whenMoreLine of the position time graph gives you instantaneous velocity that is the velocity instantly when t is equal to three seconds. Now let's say if we have two points at one.
From a particle's velocity-time graph, its average velocity can be found by calculating the total area under the graph and then dividing it by the corresponding time-interval. For a particle with uniform acceleration, velocity-time graph is a straight line. Its average velocity is given by vavg=(vi+vf)/2.
Velocity-Time Graphs ? Key things to remember: The gradient of the line = Acceleration. Negative gradient = Deceleration. Flat section means constant velocity (NOT STOPPED) Area under the graph = Distance travelled.