A particle starts from point A moves along a straight line path with an acceleration given by a = p - qx where p, q are connected and x is distance from point A . The particle stops at point B. The maximum velocity of the particle is

A particle starts from point A , moves along a straight line path with an accleration given by a = 2 (4 - x) where x is distance from point A . The particle stops at point B for a moment. Find the distance AB (in m ). (All values are in S.I. units)

A particle starts from point A , moves along a straight line path with an accleration given by a = 2 (4 - x) where x is distance from point A . The particle stops at point B for a moment. Find the distance AB (in m ). (All values are in S.I. units)

A particle starts from point A, moves along a straight line path with an acceleration given by a=2(4-x) where x is distance from point A. The particle stops at point B for a moment. Find the distance AB(in m). (All values are in S.I. Units)

A particle starts from rest at t=0 and moves along a straight line with a variable acceleration given by a (t)=(3t+1)ms^(-2) ,where t],[ is in seconds.The velocity of the particle at t=4s is

A particle starting from rest moves along a straight line with constant acceleration for this velocity displacement graph will have the form-