The first equation can be derived using a velocity-time graph for a moving object with an initial velocity of u, final velocity of v and acceleration of a. The velocity of the body changes from A ...

Save guides, add subjects and pick up where you left off with your BBC account. The gradient of a velocity-time graph at a particular time gives the acceleration of the object at that time.

It is the amount that velocity changes per unit time. The change in velocity can be calculated using the equation: acceleration (\(\text{a}\)) is measured in metres per second squared (m/s 2 ...

the slope of a velocity-time graph will be the acceleration of the car. Notice that I have fit four linear functions to the data (I included the fitting equation for one of these linear fits).

You could start with the definition of acceleration and integrate twice or you could use the kinematic equations ... I represent this as a graph? Here is a velocity vs time graph for this same ...