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Momentum (11 of 16) Elastic Collisions, Example 1
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Worked example for momentum and elastic collisions. Shows how to determine the final velocity of both masses after the collision. In this conceptual qualitative example mass one (m1) is in motion and mass two (m2) is at rest.
This problem uses conservation of momentum and kinetic energy to determine the final velocity of both masses.
In an inelastic collision the objects stick together. Due to deformation of the objects, the release of heat and increased vibrational energy, kinetic energy is not conserved. Momentum is conserved. In a perfectly elastic collision the objects do not stick together, therefore kinetic energy and momentum are both conserved.
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This problem uses conservation of momentum and kinetic energy to determine the final velocity of both masses.
In an inelastic collision the objects stick together. Due to deformation of the objects, the release of heat and increased vibrational energy, kinetic energy is not conserved. Momentum is conserved. In a perfectly elastic collision the objects do not stick together, therefore kinetic energy and momentum are both conserved.
Support my YouTube channel by doing all of the following:
(1) Subscribe to my channel. Get all my excellent physics, chemistry & math videos.
(2) Give this video a thumbs up.
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