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A man on a moving cart, facing the direc...

A man on a moving cart, facing the direction of motion, thrown a ball staright up with respect to himself.

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A man on a rectilinearly moving cart, facing the direction of motion, throws a ball straight up with respect to himself

A man on a rectilinearly moving cart, facing the direction of motion, throws a ball straight up with respect to himself

A man on a rectilinearly moving cart, facing the direction of motion, throws a ball straight up with respect to himself

In the figure the top view of a compartment of a train is shown. A man is sitting at a corner 'B' of the compartment . The man throws a ball ( with respect to himself ) along the surface of the floor towards the corner 'D' of the compartment of the train. The ball hits the corner 'A' of the compartment, then find the time at which it hits A after the ball is thrown . Assume no other collision during motion and floor is smooth. The length of the compartment is given 'l' and the train is moving with constant acceleration 'a' in the direction shown in the figure.

In the figure the top view of a compartment of a train is shown. A man is sitting at a corner 'B' of the compartment . The man throws a ball ( with respect to himself ) along the surface of the floor towards the corner 'D' of the compartment of the train. The ball hits the corner 'A' of the compartment, then find the time at which it hits A after the ball is thrown . Assume no other collision during motion and floor is smooth. The length of the compartment is given 'l' and the train is moving with constant acceleration 'a' in the direction shown in the figure.

A man in an open car moving with high speed, throws a ball his full capacity along the direction of the motion of the car . Now the same man throws the same ball when the car is not moving. In which case the ball possesses more kinetic energy in (a) ground frame (b) car frame.

Derive the equation of motion, range and maximum height reached by the particle thrown at an oblique angle theta with respect to the horizontal direction.

Derive the equation of motion, range and maximum height reached by the particle thrown at an oblique angle theta with respect to the horizontal direction.