Answers to the big questions: We found that elastic collisions conserve more energy than inelastic collisions do. We also calculated that momentum is more easily conserved through collisions than energy is. These patterns are shown in the picture below.
Some old and new equations and concepts we had to use today:
- Momentum = mass x force
- KE=1/2mv^2
- to calculate energy/momentum lost: final - initial divided by final x100
\We see collisions all the time but perhaps one of the most glamorous is the collision between bat and ball during a baseball game. This is an inelastic collision - neither the ball nor the bat have elastic qualities. Much of the energy from the collision travels through the bat into the hands of the batter but perhaps the most recognizable cause for the high amount of energy lost in inelastic collisions stems from the loud "crack" made when the contact occurs.
The collision between a bat and a ball is elastic, because the ball and the bat do not stick together. A collision where the two objects stick together is defined as an inelastic collision and one where the objects collide and separate immediately is an elastic collision.
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