two gliders with different masses move toward each other on a frictionless air track. after they collide, glider b has a final velocity of 2m/s. the gliders are equip so that they stick together when they collide. find the common final x-velocity and compare the initial and final kinetic energies of the system.
Because the gliders stick together, their speed is the same after the collision
"v=2\\ (m\/s)" .
The initial kinetic energy of the system
"KE_i=m_1v_1^2\/2+m_2v_2^2\/2"
The final kinetic energy of the system
"KE_f=(m_1+m_2)v^2\/2"
Since the impact is completely inelastic, part of the energy is expended and no longer passes back into the kinetic energy of motion of these bodies. So,
"KE_i>KE_f" .
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