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 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 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 with the same initial velocity at angles theta and (90^@ - theta) respectively with the horizontal, then their maximum height are in the ratio

Two bodies are thrown with the same initial velocity at angles theta and (90^@ - theta) respectively with the horizontal, then their maximum height are in the ratio

A body is projected from height of 60 m with a velocity 10 ms^(-1) at angle 30^(@) to horizontal The time of flight of the body is [g =10ms^(-2)]

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 ?