A point moves with a uniform acceleration and ` v_1 v_2 v_3` denote the average velociies in the three succellive intervals of time ` _1 , t_2` and t_3`. Find the ration of ( v-1 - v_2) and ( v_2 - v_3).

A point moves with a uniform acceleration and v_1 ,v_2, v_3 denote the average velociies in the three succellive intervals of time t _1 , t_2 and t_3 . Find the ratio of ( v_1 - v_2 ) and ( v_2 - v_3 ).

A point moves with uniform acceleration and v_(1), v_(2) , and v_(3) denote the average velocities in the three successive intervals of time t_(1).t_(2) , and t_(3) Which of the following Relations is correct?.

A point moves with uniform acceleration and v_(1), v_(2) , and v_(3) denote the average velocities in the three successive intervals of time t_(1).t_(2) , and t_(3) Which of the following Relations is correct?.

A point moves with uniform acceleration and v_(1), v_(2) , and v_(3) denote the average velocities in the three successive intervals of time t_(1).t_(2) , and t_(3) Which of the following Relations is correct?.

A particle moves with constant acceleration a and v_1 v_2 v_3 . are its average velocities in the three successive intervals t_1 t_2 and t_3 is of time. Then which relation out of the following holds good for its motion ?