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Solve backwards to find vi
First use conservation of energy Ei = Ef to solve for vf, then use conservation of momentum pi = pf to solve for vi











The net work done on an object =
Change in KE (With energy theorum)














KE =
1/2mv虏
Work done by spring =
1/2kx虏 (where k = spring constant)
Work done by angled force =
Fdcos(theta)
No friction =
energy conserved
Momentum (p) is always conserved in:
collisions
Mechanical energy is only conserved in this type of collision
Elastic collision
P =
Mv
The spring Force (Hooke鈥檚 Law)
Fx = -kx
Delta KE =
1/2m(vf虏-vi虏)
Impulse momentum theorem
Fnet= deltap/deltat