A body is projectd with the velcity ` (U_1)` from the point (A) as shown in Fig. 2. (d). 37. At the same tiem another body uis projected vertcally upwards with the velcoity ` u_2` from the point (B) .What should be the value of ` u_1)//u_1` for both the bodies to collide ?
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A body is projected with the velocity u_(1) from the point A as shown in Figure. At the same time another body is projectd vertically upwards with the velocity u_(2) from the point B. What shold be the value of (u_(1))/(u_(2)) for both the bodies to collide.

A body projected vertically upwards with a velocity u returns to the starting point in 4 seconds. If g = 10m//sec , the value of u is

A body is projected vertically upwards with some velocity u . It at the same point at t = 6 s as was at t = 4 s . Find the value of u .

A particle is projected vertically upward with velocity u from a point A , when it returns to the point of projection .

A body si projected with velocity v_1 (A), At the same time , another body is projected vetically upwards from (B) with velocity v_2 . The point (B) lies vetically below the highestpoint Fig. 2 (CF).29. For bothe the bodies to colled v_2//v_1 should be .

A body is thrown vertically upwards with a velocity u . Find the true statement from the following

A particle P is projected with velocity u_1 at an angle of 30^@ with the horizontal. Another particle Q is thrown vertically upwards with velocity u_2 from a point vertically below the highest point of path of P . Determine the necessary condition for the two particles to collide at the highest point. .

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 .

A body is projected upwards with a velocity u . It passes through a certain point above the grond after t_(1) , Find the time after which the body posses thoruth the same point during the journey.