A particle starts moving with initial velocity `u=25ms^-1` and retardation `a=-2ms^-2`. Draw the velocity-time graph.

If a particle starts moving with initial velocity u=1ms^-1 and acceleration a=2ms^-2 , the veloctiy of the particle at any time is given by v=u+at=1+2t . Plot the velocity-time graph of the particle.

If a particle starts moving with initial velocity u=1ms^-1 and acceleration a=2ms^-2 , the veloctiy of the particle at any time is given by v=u+at=1+2t . Plot the velocity-time graph of the particle.

If a particle starts moving along x-axis from the origin with initial velocity u=1ms^-1 and acceleration a=2ms^-2 , the relationship between displacement and time is x=ut+1/2at^2=1xxt+1/2xx2xxt^2=t+r^2 Draw the displacement (x)-time (t) graph.

If a particle starts moving along x-axis from the origin with initial velocity u=1ms^-1 and acceleration a=2ms^-2 , the relationship between displacement and time is x=ut+1/2at^2=1xxt+1/2xx2xxt^2=t+r^2 Draw the displacement (x)-time (t) graph.

A particle moves with an initial velocity v_(0) and retardation alpha v , where v is the velocity at any time t.

A body starts moving with a velocity v_0 = 10 ms^-1. It experiences a retardation equal to 0.2v^2. Its velocity after 2s is given by

A body starts moving with a velocity v_0 = 10 ms^-1. It experiences a retardation equal to 0.2v^2. Its velocity after 2s is given by

A particle starts with an initial velocity u towards + x direction with an acceleration a after time t_(1) , it starts retarding with another acceleraation a' , comes to an instantaneous stop and returns. If reaches its initial position at time t_(2) . Draw the approximate time dependence plots for particle's displacement and velocity.