Consider the collision shown below. Is this collision elastic or inelastic? Show explicitly. The image is a diagram illustrating the scenario of a collision between two objects, labeled as A and B, before and after the collision.### Before Collision:- **Object A:** - Mass (\(m_A\)) = 100 kg - Velocity = 5.00 m/s (moving to the right)- **Object B:** - Mass (\(m_B\)) = 80 kg - Velocity = 0 m/s (at rest)### After Collision:- **Object A:** - Velocity = 2.00 m/s (moving to the right)- **Object B:** - Velocity = 3.75 m/s (moving to the right)This diagram demonstrates a typical physics problem involving momentum conservation in collisions. Initially, only object A is moving, while object B is stationary. After the collision, both objects are moving in the same direction, but at different speeds.

Initial momentum of a mass A and a mass B before the collision can be given as, Final momentum of a mass A and a mass B after the collision can be given as, The initial momentum of the system is equal to the final momentum of a system, so the momentum of a system is conserved.Initial kinetic energy of a mass A and a mass B before the collision can be given as, Final kinetic energy of a mass A and a mass B after the collision can be given as, The initial kinetic energy of a system is not equal to the final kinetic energy of a system, the kinetic energy of a system is not conserved. The collision between the masses will be inelastic because the momentum of a system is conserved and the kinetic energy of a system is not conserved.