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Trajectory in a non inertial frame
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[QUOTE="etotheipi, post: 6340336"] To make it simpler, you might consider the puck to be released from the centre of the table. If the (polar) coordinates of the puck in the lab frame are ##(r, \theta) = (vt, 0)##, then what are the polar coordinates of the puck in the rotating frame? It might help to draw a quick sketch at some time ##t##. Once you have time parameterised ##r## and ##\theta##, you can then eliminate ##t##. What sort of shape do you get? [/QUOTE]
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Trajectory in a non inertial frame
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