Two towers AB and CD are situated a distance d apart as: shown in Fig. 1E.139 (a). AB is 20 m high and CD is 30 m high from the ground. An object of mass mis thrown from the top of AB horizontally with a velocity of 10 m/s towards CD.
Simultaneously another object of mass 2m is thrown from the ·top of CD at an angle of `60^(@)` to the horizontal towards AB with the same magnitude of initial velocity as that of the_ first' objects . The two objects move in the same vertical plane, collide in mid-air and stick to each other.
Calculate the distance d between the towers.

Two towers AB and CD are situated at a distance d apart, as shown in figure. AB is 20 m high and CD is 30 m high from the ground. An object of mass m is thrown from the top of AB horizontally with a velocity of 10 m/s towards CD. Simultaneously another object of mass 2 m is thrown fromt the top of CD at an angle of 60^(@) to the horizontal towards AB with the same magnitude of initial velocity as that oft he first object. The two objects move in the same vertical plane, collide in mid air and stick to each other (i) calculate the distance between the towers and (ii) find the position where the objects hit the ground.

Two towers AB and CD are situated a distance d apart as shown in Fig. 5.45. AB is 20m high and CD is 30m highfrom the ground . An object of mass m is thrown from the top of AB horizontally with a velocity 10m/s towards CD. simu ltaneously another object of mass 2 m is thrown from the top of CD at an angle of 60^(@) to the horizotnal towards AB with the same magnitude of initial velocity as that of the first object. the two objects move in the same vertical plane, clollide in mid air and stick to each other, (a) Calcu late the distance d between the towers and (b) fin the position where the objects hit the ground.

A stone is thrown from the top of a tower at an angle of 30^(@) above the horizontal level with a velocity of 40 m/s. it strikes the ground after 5 second from the time of projection then the height of the tower is

A ball is thrown upwards from the top of a tower 40 m high with a velocity of 10 m//s. Find the time when it strikes the ground. Take g=10 m//s^2 .

A ball of mass m is thrown at an angle of 45^(@) to the horizontal,, from the top of a 65 m high tower AB as shown in Fig. at t = 0 . Another identical ball is thrown with velocity 20 m//s horizontally towards AB from the top of a 30 m high tower CD 1 s after the projection of the first ball. Both the balls move the same vertical plane. If they collide in mid-air, the distance AC is

A ball of mass m is thrown at an angle of 45^(@) to the horizontal,, from the top of a 65 m high tower AB as shown in Fig. at t = 0 . Another identical ball is thrown with velocity 20 m//s horizontally towards AB from the top of a 30 m high tower CD 1 s after the projection of the first ball. Both the balls move the same vertical plane. If they collide in mid-air, the two balls will collide at time t =

A ball of mass m is thrown at an angle of 45^(@) to the horizontal,, from the top of a 65 m high tower AB as shown in Fig. at t = 0 . Another identical ball is thrown with velocity 20 m//s horizontally towards AB from the top of a 30 m high tower CD 1 s after the projection of the first ball. Both the balls move the same vertical plane. If they collide in mid-air, . the velocity of combined ball just after they struck together is

A particle of mass m is thrown horizontally from the top of a tower and anoher particle of mass 2m is thrown vertically upward. The acceleration of centre of mass is