Phsics 2210 Spring 2015 Dr. Charlie Jui Name: EXAM Unid: Discussion TA: ' CX A spring offeree constant & = 800 N/m and a relaxed length L 0 = 1.10m has its upper end attached to a pivot in the ceiling. Its free end is attached to a block of mass M = 45.0 kg that sits on a frictionless, horizontal surface. When the block is directly below the pivot, the spring is stretched to a length h = 1.20 m. The block is then pulled left a horizontal distance b = 0.90 m and released from rest. Calculate (a) (b) (c) the magnitude of the force exerted by the spring on the block, the acceleration of block right after being released, and the speed of block as it passes directly under the pivot again. You can assume that the block remains on the surface. jr_- fc.M/J « K>(L-U) * ( Hood's "* 32o A/ p I XX H _ £.c«* M ..c^^rc*«n/i) ) .i ^ V» ' / tt ^ y,y / 1 Spring 2015 Physics 2210 Dr. Charlie Jui Name: EXAM 2 Unid: Discussion TA: In the figure, the pulley has negligible mass and is frictionless. Block A has a mass of 2.5 kg, and block B 4.0 kg. The angle of the incline is 9 = 35°. The coefficient of kinetic friction between the incline and block A is /^ = 0.30. The blocks are set in motion from rest with the cord taut. Find (a) the magnitude of the friction force exerted by the incline on block A. After block B falls a distance of 45 cm, calculate (b) (c) the work done by gjavity on block A, and the total kinetic energy of the two blocks. You can assume that block A remains on the incline. ~ => 2 Dr. Charlie Jui Spring 2015 Physics 2210 Z IvUsXf Name: 3 EXAM 2 Unid: Discussion TA: A block in the figure has mass m-^ = 6.10 kg. The coefficient of static friction between the block and the horizontal desk top is /j.s = 0.40. The block is attached by a cord to a cowbell of mass m2 = 1.25kg. The cowbell is attached by a second cord to a hook on the wall. The first cord is horizontal, and the second cord at an angle of 8 = 40.0° from the horizontal. (a) (b) (c) ?T? "1 The system is in equilibrium as shown. Calculate the tension T2 Calculate the magnitude of the friction force exerted by the desk on the block. How much additional mass can be added to the cowbell (i.e. to m2) and still keep the system in equilibrium? -0 rt 6jv = » d is/ T, \
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