Two bodies were thrown simultaneously from the same point, one, straight up, and the other, at an angle of `theta=60^@` to the horizontal. The initial velocity of each body is equal to `v_0=25m//s`. Neglecting the air drag, find the distance between the bodies `t=1.70s` later.

Two bodies were thrown simultaneously from the same point , on straight up and the other, at angle theta= 60^@ to the horizontal . The initial velocity of each body is equal to u = 30 m//s. Neglecting the air resistance, find the distance between the bodies after 2 seconds.

Two bodies were thrown simultaneously from the same point, one straight up, and the other at an angle of theta = 30^@ to the horizontal. The initial velocity of each body is 20 ms^(-1) . Neglecting air resistance, the distance between the bodies at t = 1.2 later is

Two bodies were thrown simultaneously from the same point, one straight up, and the other at an angle of theta = 30^@ to the horizontal. The initial velocity of each body is 20 ms^(-1) . Neglecting air resistance, the distance between the bodies at t = 1.2 later is

Two bodies were thrown simultaneously from the same point, one straight up, and the other at an angle of theta = 30^@ to the horizontal. The initial velocity of each body is 20 ms^(-1) . Neglecting air resistance, the distance (in meter) between the bodies at t = 1.2 later is

Two bodies are thrown simultaneously from the same point. One thrown straight up and the other at an angle alpha with the horizontal. Both the bodies have velocity equal to u . Find the separation between the bodies at time t .

From points A and B , at the respective heights of 2m and 6m , two bodies are thrown simultaneously towards each other, one is thrown horizontally with a velocity of 8m//s and the other, downward at an angle 45^(@) to the horizontal at an initial velocity v_(0) such that the bodies collide in flight. This horizontal distance between points A and B equal to 8m .Then find a)The initial velocity V_(0) of the body thrown at an angle 45^(@) b)The time of flight t of the bodies before colliding c) The coordinate (x,y) of the point of collision (consider the bottom of the tower A as origin )is

From points A and B, at the respective heights of 2m and 6m, two bodies are thrown simultaneouly towards each other, one is thrown horizontally with a velocity of 8"m"/s and the other, downward at an angle 45^(@) to the horizontal at an initial velocity v_(0) such that the bodies collide in flight. The horizontal distance between points A and B equal to 8m.Then find The initial velocity V_(0) of the body thrown at an angle 45^(@) The time of flight of the bodies before colliding The coordinate (x,y) of the point of collision (consider the botton of the tower A as origin) is

Two bodies are thrown at the same time and in opposite directions and with an equal velocity v_(0) at angles alpha_(1) and alpha_(2) to the horizon. What is the velocity with which the bodies move relative to each other -? What will be the distance between the bodies be after time t elapses ?

Two bodies are thrown simultaneously from a tower with same initial velocity v_0 : one vertically upwards, the other vertically downwards. The distance between the two bodies after time t is

Two bodies are thrown simultaneously from a tower with same initial velocity v_0 : one vertically upwards, the other vertically downwards. The distance between the two bodies after time t is