Question: Problem 7: Boing Boing (3 points) Two small identical beads are threaded on a fixed frictionless horizontal circular hoop of radius r = 0.2 m.

Problem 7: Boing Boing (3 points) Two small identical beads are threaded on a fixed frictionless horizontal circular hoop of radius r = 0.2 m. One bead is given an initial kick such that it slides with speed v = 0.8 m s around the hoop. It then collides with the other stationary bead. Determine the number of collisions that take place between the two beads within time T = 50 s after the first collision. (Do not count the first collision.) Assume that all collisions are instantaneous and perfectly elastic. Leave your answer as an integer

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