A particle is moving under constant acceleration `a=k t`. The motion starts from rest. The velocity and displacement as a function of time t is

A partical is moving in a straight line under constant acceleration 4 m//s^(2) . The motion starts from rest. Sketch v-t and s-t graph for the duration t=0 to t=5 s .

A particle is moving under constant acceleration a=alphat+betat^(2) , where alpha beta constants. If the position and velocity of the partical at start, i.e. t=0 are x_(0) and v_(0) , find the displacement and velocity as a function of time t.

If acceleration (a)=2t+1, where t is time.Find displacement as function of time,Given that initally particle is at rest

A particle is moving in a straight line under constant acceleration of 4 m//s^(2) . If its velocity at t=0 is 10 m//s, the displacement of particle in the 5^(th) second of its motion is

A body starting from rest moves with constant acceleration 'a'. This acceleration is a pr where p is a constant. What is the displacement of particle in a time interval=0 to t = t_1 ?

A particle starts from rest and moves under constant acceleration in a straight line. Find the ratio of displacement (a) in successive second and (b) in successive time interval t_(0) .

A particle starts from rest and moves under constant acceleration in a straight line. Find the ratio of displacement (a) in successive second and (b) in successive time interval t_(0) .

A particle starts from rest and moves under constant acceleration in a straight line. Find the ratio of time in successive displacement d .

In the diagram shown, the displacement of particles is given as a function of time. The particle a is moving under constant velocity of 9 m//s . The particle B is moving under variable acceleration. From time t=0 s to t=6 s . The average velocity of the particle B will be equal to :-

In the diagram shown, the displacement of particles is given as a function of time. The particle a is moving under constant velocity of 9 m//s . The particle B is moving under variable acceleration. From time t=0 s to t=6 s . The average velocity of the particle B will be equal to :-