Rod AB is placed on smooth horizontal plane and two particle each having same mass m as rod, strikes the rod simultaneously and stick as it as shown. Find the loss in kinetic energy due to collision.

A Iong slender rod of mass 2 kg and length m is placed on a smooth horizontal table. Two particles of masses 2 kg and 1kg strike the rod simultaneously and stick to the rod after collision as shown in fig. , If the two particles strike the rod in opposite direction, then after collision, as compared to the previous situation the rod will

A Iong slender rod of mass 2 kg and length m is placed on a smooth horizontal table. Two particles of masses 2 kg and 1kg strike the rod simultaneously and stick to the rod after collision as shown in fig. Velocity of the centre of mass of the rod after collision is

A Iong slender rod of mass 2 kg and length m is placed on a smooth horizontal table. Two particles of masses 2 kg and 1kg strike the rod simultaneously and stick to the rod after collision as shown in fig. Velocity of the centre of mass of the rod after collision is

A Iong slender rod of mass 2 kg and length m is placed on a smooth horizontal table. Two particles of masses 2 kg and 1kg strike the rod simultaneously and stick to the rod after collision as shown in fig. Angular velocity of the rod after collision is

A Iong slender rod of mass 2 kg and length m is placed on a smooth horizontal table. Two particles of masses 2 kg and 1kg strike the rod simultaneously and stick to the rod after collision as shown in fig. Angular velocity of the rod after collision is

A rigid uniform rod of mass M and length L is placed along the Y-axis on a smooth horizontal surface with its centre at the origin. Two particles , each of mas m ( = M //12) hits simultaneously , at the two ends with equal speed v as shown in the figure. The collision is completely inelastic. (i) Find the angular velocity of the system after the collision. (ii) Two particles of mass 2m and m are placed respectively at ( L//2, 0) and ( - L//2, 0) . Calculate the time when the rod hits these particles.