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Unformatted text preview: PHYSICS 131 SECOND MIDTERM EXAMINATION------------------------------------------------------------------------- You are allowed to use a calculator, a sheet of formulae, pencils, rulers, erasers. Use of cell phones, computers, books, class notes, TV guides etc. is not allowed. Solve any three of the following four problems. If you attempt/solve four, please indicate clearly on your blue book, which three problems would you like us to consider. All problems carry equal weight. Problem 1: (Use g = 10 m/s 2 in this problem) Ken, a Psychology Major, has hopelessly fallen for Kim. Ken and Kim are skating together on a rink at 3.00 m/s. Ken keeps asking Kim how much she weighs(!). Annoyed, Kim pushes away from Ken while still moving in the same direction and as a result speeds up to 4.00 m/s and Ken slows down to 2.5 m/s. Friction, in the physics sense between the skaters and the ice rink, is negligible in this drama. Being a psychology major, Ken neglected to take Physics 131 and does not know that he has all the information he needs to know the answer to his question. He tells you the story and you offer to help. You ask him and he replies that his weight is 700 N. a) Calculate Kims weight. b) If Kim had pushed Ken harder and as a result Ken came to a full stop, calculate Kims final velocity? c) Suppose Kim got away at 9.0 m/s and was so happy that she went in to a classic skaters spin: hands close to her body and went in to a spin about the vertical axis passing through the center of her body. Approximating her body to be a solid cylinder of radius 20 cm and moment of inertia I body = 1/2(MR 2 ), calculate the maximum angular velocity she could attain using all her translational kinetic energy. Problem 2: Four small spheres, each of which you can regard as a point mass of 0.2 kg, are arranged in a square of sides 0.4 meters on a side and connected by weightless rods. a) What is I C,perp the moment of inertia of this system about an axis passing through the center of system, point C, and perpendicular to this paper?...
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- Fall '03