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JC-6) Pole in Barn Paradox A pole-vaulter holds a 16 ft pole. A barn has doors a both ends, 10.0 ft apart. The pole-vaulter on the outside of the barn begins running toward one of the open barn doors, holding the pole level in the direction he is running. When passing through the barn, the pole fits (barely) entirely within the barn all at once. a) How fast is the pole-vaulter running? b) According to whom does the pole fit in all at once? Explain your answer. According to the pole vaulter, which occurs first, the front end of the pole leaving the barn or the back end of the pole entering the barn? Justify your answer by calculating the time interval between the two events. the pole vaulter or an observer stationary in the barn --

JC-6) Pole in Barn Paradox A pole-vaulter holds a 16 ft pole. A barn has doors a both ends, 10.0 ft apart. The pole-vaulter on the outside of the barn begins running toward one of the open barn doors, holding the pole level in the direction he is running. When passing through the barn, the pole fits (barely) entirely within the barn all at once. a) How fast is the pole-vaulter running? b) According to whom does the pole fit in all at once? Explain your answer. According to the pole vaulter, which occurs first, the front end of the pole leaving the barn or the back end of the pole entering the barn? Justify your answer by calculating the time interval between the two events. the pole vaulter or an observer stationary in the barn --

College Physics
College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
Chapter1: Units, Trigonometry. And Vectors
Section: Chapter Questions
Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...
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JC-6) Pole in Barn Paradox A pole-vaulter holds a 16 ft pole. A barn has doors a both ends, 10.0 ft apart. The pole-vaulter on the outside of the barn begins running toward one of the open barn doors, holding the pole level in the direction he is running. When passing through the barn, the pole fits (barely) entirely within the barn all at once. How fast is the pole-vaulter running? a) b) According to whom -- the pole vaulter or an observer stationary in the barn -- does the pole fit in all at once? Explain your answer. c) According to the pole vaulter, which occurs first, the front end of the pole leaving the barn or the back end of the pole entering the barn? Justify your answer by calculating the time interval between the two events.
Transcribed Image Text:JC-6) Pole in Barn Paradox A pole-vaulter holds a 16 ft pole. A barn has doors a both ends, 10.0 ft apart. The pole-vaulter on the outside of the barn begins running toward one of the open barn doors, holding the pole level in the direction he is running. When passing through the barn, the pole fits (barely) entirely within the barn all at once. How fast is the pole-vaulter running? a) b) According to whom -- the pole vaulter or an observer stationary in the barn -- does the pole fit in all at once? Explain your answer. c) According to the pole vaulter, which occurs first, the front end of the pole leaving the barn or the back end of the pole entering the barn? Justify your answer by calculating the time interval between the two events.
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