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A series of physics problems related to elevators, masses, and gravity. The problems involve determining the effect of an elevator's acceleration on bathroom scales, the balance of masses on a meter stick in an elevator, the rotation of a foucault pendulum at the equator, and the calculation of the speed of light by an observer in a moving train. Other problems involve determining the reading of bathroom scales in an elevator, the acceleration due to artificial gravity in a rotating space station, and the calculation of the speed of light using the length of a train and the time it takes for a light signal to travel between the front and back of the train.
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