A body A moves with a uniform acceleration a and zero initial velocity. Another body B, starts from the same point moves in the same direction with a constant velocity v. The two bodies meet after a time t. The value of t is

For body moving with uniform acceleration a change in velocity of body in Deltat time interval will be …... .

A body A starts from rest and moves with a uniform acceleration along a straight line. Another body B has some initial velocity and moves with larger acceleration than that of A . The correct velocity time graphs

A body starts from rest with uniform acceleration. The velocity of the body after t seconds is v. The displacement of the body in last three seconds is

Starting from rest a body moves with uniform acceleration and acquires a velocity v after n seconds. Then its displacement in the last two seconds is

A body is at rest at x =0 . At t = 0 , it starts moving in the positive x - direction with a constant acceleration . At the same instant another body passes through x= 0 moving in the positive x - direction with a constant speed . The position of the first body is given by x_(1)(t) after time 't', and that of the second body by x_(2)(t) after the same time interval . which of the following graphs correctly describes (x_(1) - x_(2)) as a function of time 't' ?

A body is at rest at x =0 . At t = 0 , it starts moving in the positive x - direction with a constant acceleration . At the same instant another body passes through x= 0 moving in the positive x - direction with a constant speed . The position of the first body is given by x_(1)(t) after time 't', and that of the second body by x_(2)(t) after the same time interval . which of the following graphs correctly describes (x_(1) - x_(2)) as a function of time 't' ?