A body is moving with uniform acceleration. Draw its (A) Velocity-time and (B) distance travelled time curve.

A body is moving with uniform velocity —

For a body moving with a uniform acceleration, prove that its average velocity is the arithmetic mean of its initial and final velocities.

A particle is moving with a uniform acceleration along a straight line AB. Its velocity at A and B are 2 m/s and 14 m/s respectively. Then

Can a body moving with uniform speed have nonuniform velocity?

Draw the velocity -time graph of a body moving (i) with uniform acceleration , (ii) with increasing acceleration and (iii) with decreasing acceleration.

A particle starts from rest with a uniform acceleration and travels 57 cm in the 10th second. Find out this distance travelled in 12 s and the velocity at that instant.

Statement I : A particle moving with uniform acceleration has its displacement proportional to the square of time. Statement II : If the motion of a particle is represented by a straight line on the velocity -time graph its acceleration is uniform.

How can you represent (i) motion with uniform velocity, (ii) motion with uniform acceleration and (iii) motion with uniform retardation in a velocity time graph?

A particle moves with uniform acceleration and the distance travelled in t - th second is s_(t) = 3 + 2t . Find the initial velocity of the particle .