Two objects are moving along the same straight line. They cross a point A With an acceleration a, 2a and velocity 2u, u at time `t = 0.` The distance moved by the object when one overtakes the

Two objects moving along the same straight line are leaving point A with an acceleration a , 2 a and velocity 2 u, u respectively at time t = 0 . The distance moved by the object with respect to point A when one object overtakes the other is :

Average velocity of a particle moving in a straight line, with constant acceleration a and initial velocity u in first t seconds is.

Average velocity of a particle moving in a straight line, with constant acceleration a and initial velocity u in first t seconds is.

Average velocity of a particle moving in a straight line, with constant acceleration a and initial velocity u in first t seconds is.

A particle moving along a straight line with initial velocity u and acceleration a continues its motion for n seconds.What is the distance covered by it the last nth second?

An object is moving in a straight line with uniform acceleration a, the velocity-time relation is

An object is moving in a straight line with uniform acceleration, the displacement-time relation is

An object is moving in a straight line with uniform acceleration, the velocity-displacement relation is

For a particle moving along straight line with constant acceleration (a), we define velocity of the particle with time as v=u+at , (u = initial velocity) Draw the velocity-time graph of the particle in following situations. (i) Velocity is decresing with time (i.e., acceleration in negative) (ii) Initial velocity is negative but acceleration is positive