A ball 'A' is projected from origin with an initial velocity `v_(0)` = 700 cm/sec in a direction `37^(@)` above the horizontal as shown in fig .Another ball 'B' 300 cm from origin on a line `37^(@)` above the horizontal is released from rest at the instant A starts. How far will B have fallen when it is hit by A ?

A ball is projeced from O with an initial velocity 700 cm/ s in a direction 37^(@) above the horizontal. A ball B, 500 cm away from O on the line of the initial velocity of A, is released from rest at the instant A is projected. The height through which B falls, before it is hit by A and the direction of the velocity A at the time of impact will respectively be [Given g=10m//s^(2), sin 37^(@)=0.6 and cos 37^(@)=0.8 ]

A ball is projected from O with an intial velocity 700 cm/s in a direction 37^@ above the horizotal. A ball B, 500 cm away from O on the line of the intial velocity of A, is released from rest at the instant A is projected. Find the direction and magnitude of the velocity A at the time of impact. [given g = 10m//s^2, sin37^@ = 0.6 and cos37^@ = 0.8]

A cannon ball is thrown with an initial velocity of 40m/s at an angle of 53^(@) above the horizontal from ground.After some time,the ball is seen to travel at an angle of 37^(@) below horizontal.Find the time elapsed (in second) till then.

A footballer throws a ball from a height of 2.00m above the ground with an initial velocity of 20.0m//s at an angle of 30^(@) above the horizontal (a) How long does the ball take to cross the goal line 32.0m from the point of release?(b) What is the ball's height above the ground as it crosses the goal line?

A ball is projected from a point A with some velocity at an angle 30^@ with the horizontal as shown in (Fig. 5.204). Consider a target at point B . The ball will hit the target if it thrown with a velocity v_0 equal to. .

A ball is projected from a point A with some velocity at an angle 30^@ with the horizontal as shown in (Fig. 5.204). Consider a target at point B . The ball will hit the target if it thrown with a velocity v_0 equal to. .

A ball is thrown from the top of 36m high tower with velocity 5m//ss at an angle 37^(@) above the horizontal as shown. Its horizontal distance on the ground is closest to [ g=10m//s^(2) :

A ball is thrown from the top of 36m high tower with velocity 5m//ss at an angle 37^(@) above the horizontal as shown. Its horizontal distance on the ground is closest to [ g=10m//s^(2) :

A ball is thrown from the top of 36m high tower with velocity 5m//ss at an angle 37^(@) above the horizontal as shown. Its horizontal distance on the ground is closest to [ g=10m//s^(2) :

A paricle is projected from a point with initial speed of 10 m//sec at an angle of 37^(@) with the horizontal. At the same instant a fly starts on the same path of particle with constant speed of 10 m//s Then :