ok, the masses moved up 12 cm, so the change in Potential Energy is mgh=(.250*9.8*.12)
Now that energy must have came from initial Kinetic energy, so
1/2 m vi^2=mgh
vi=sqrt(2*9.8*.12) That is the velocity of the pair after collision.
Now, at collision, conservation of momentum applies
mb*vb=(mb+mp)Vi
.05*Vball=(.250)sqrt*2*9.8*.12)
solve for vball.
Completely lost on what formula to use: A 50 gram ball enters a pendulum with mass 200 g. The pair then swings up to a height of 12 cm. Find the velocity at which the pair move immediately after the collision. Find the initial velocity of the ball before the collision. Appreciate anyone's guidance.
2 answers
Works perfectly. Thanks so much!