how the change in velocity with dostance decreases with increasing distance of fall in free fall ?
Answers
Answered by
4
Answer:When a body is undergoing free fall it is experiencing a constant acceleration g in one direction.
So the change in velocity in a certain time period (say t) remains constant.
However, the velocity of the body is constantly increasing. Thus the distance moved in any interval t will be more than the distance moved in any previous interval t.
Let change in velocity with distance be dv/dx.
We know that dv/dt is constant.
Also dx/dt is increasing.
dv/dx = (dv/dt)/(dx/dt)
Thus dv/dx is constantly decreasing
Explanation:
Similar questions