The retadation experienced by a moving motor boat after its, engine is cutoff at the instant t is given by `a=-kv^4`,where k is is a constant. If `v_0` is the magnitude of velocity at the cutoff, find the magnitude of velocity at time t after the cutoff.

The retardation experienced by a moving motor bike after its engine is cut-off , at the instant (t) is given by, a =-k v^4 , where (k) is a constant. If v_0 is the magnitude of velocity at the cut-off , the magnitude of velocity at time (t) after the cut-off is .

The retardation experienced by a movign motr bat after its engine is cut-off , at the instant (t) is given by , =-k v^4 , where (k) is a constant. If v_0 is the magnitude of velocity at the cut-off , the magnitude fo velocity at 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.

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 experienced by a moving motorboat, after it's engine is cut of 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 velocity at time t after cut off is

The deceleration experienced by a moving motor boat after its engine is cut off is given by dv/dt = kv^3 , where is a constant. Ifv, is the magnitude of the velocity at cut off, the magnitude of velocity at time after the cut off is :

The acceleration. If v_(0) is themagnitude the engine is cut off, is given by (dv)/(dt) =- k v^(2) , wher (k) is a constant. If v_(0) is the magnitude of the velocity at cut off, find the magnitude of the velocity at time (t0 after the cut off.

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 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.