Two particles are thrown simultaneously from points A and B with velocities `u_1 = 2ms^(-1) and u_2 - 14 ms^(-1)`, respectively, as shown in figure.

The relative velocity of B as seen from A in

Two particles are thrown simultaneously from points A and B with velocities u_1 = 2ms^(-1) and u_2 - 14 ms^(-1) , respectively, as shown in figure. Minimum separation between A and B is

Two particles are thrown simultaneously from points A and B with velocities u_1 = 2ms^(-1) and u_2 - 14 ms^(-1) , respectively, as shown in figure. Minimum separation between A and B is

Two particles are thrown simultaneously from points A and B with velocities u_1 = 2ms^(-1) and u_2 - 14 ms^(-1) , respectively, as shown in figure. Minimum separation between A and B is

Two particles are thrown simultaneously from points A and B with velocities u_1 = 2ms^(-1) and u_2 - 14 ms^(-1) , respectively, as shown in figure. The direction (angle) with horizontal at which B will appear to move as seen from A is

Two particles are thrown simultaneously from points A and B with velocities u_1 = 2ms^(-1) and u_2 = 14 ms^(-1) , respectively, as shown in figure. The direction (angle) with horizontal at which B will appear to move as seen from A is

Two bodies A and B are projected simultaneously from points X and Y as shown in the figure, with velocities u_(A) and u_(B) respectively. Find the ratio of (u_(A))/(u_(B)) for both the bodies to collide .

Two particles start moving simultaneously from points (0, 0) and (1, 0) respectively in the OXY plane with uniform velocities v_(1) and v_(2) as shown in the figure. It is found that they collide. Then