A ball of mass M is released from rest at a vertical height h above the ground.…
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A ball of mass M is released from rest at a vertical height h above the ground. The ball rolls down a frictionless inclined plane and makes it to a loop the loop of radius R.
a) What is the velocity of the ball as it reaches to the bottom of the incline?
b) What is the normal force at the bottom?
c) What is the minimum velocity it should have at the top in order not to fall out of the circular path?
d) The minimum vertical height, the ball must start in order to barely make it through the loop and not leave the track?