A steamboat is moving at velocity `v_0` when steam is shut off. It is given that the retardation at any subsequent time is equal to the magnitude of the velocity at that time. Find the velocity and distance travelled in time `t` after the steam is shut off.

A motor boat is moving in a straight line. Its velocity is V when the motor is shut off. If the retardation at any subsequent time is equal to the magnitude to its velocity at that time, find its velocity and the distance travelled in time t after the motor is shut off.

The engine of a motor boat moving at 10 m/s is shut off. Given that the restardation at any subsequent time (aftere shutting off the engine) equal to the velocity at that time. Find the velocity after 2 seconds of switching off the engine.

A particle starts from rest and has velocity kt after time t. The distance travelled in time t is-

The deceleration exerienced by a moving motor blat, after its engine is cut-off is given by dv//dt=-kv^(3) , where k is constant. If v_(0) is the magnitude of the velocity at cut-off, the magnitude of the velocity at a time t after the cut-off is.

The deceleration exerienced by a moving motor blat, after its engine is cut-off is given by dv//dt=-kv^(3) , where k is constant. If v_(0) is the magnitude of the velocity at cut-off, the magnitude of the velocity at a time t after the cut-off is.

The deceleration exerienced by a moving motor blat, after its engine is cut-off is given by dv//dt=-kv^(3) , where k is constant. If v_(0) is the magnitude of the velocity at cut-off, the magnitude of the velocity at a time t after the cut-off is.

If velocity is depend on time such that v = 4 – 2t. Find out distance travelled by particle from 1 to 3 sec

A particle is moving on X- axis. Its velocity time graph is given in the figure. Find distance travelled by the particle in 5 sec .

A particle is moving on X- axis. Its velocity time graph is given in the figure. Find distance travelled by the particle in 5 sec .