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A 40 g ball is released from rest 2m above the bottom of a track. It rolls down a straight 30-degree segment, then back up a parabolic segment whose shape is given by y=(1/4)x^2, where x and y are in m. How high will the ball go on the right before reversing direction and rolling back down?
Have no clue how to start this problem.
how much potential energy does ball originally have? It can't lose any more energy going up the parabolic side than it gained from being dropped from 2m up.
You can do this problem without any calculations. Apply the law of conservation of total mechanical energy:
E_{mechanical~initial}=E_{mechanical~final}
E_{potential~initial}+E_{kinetic~initial}=E_{poten tial~final}+E_{kinetic~final}
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