The length of a simple pendulum oscillating with a period t is quadrupled, what is the new period of oscillations in terms of t?
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Periodic motion involving a swinging pendulum was studied. As the pendulum oscillated, its motion was captured using video and computer technology. When analyzed, the period of the motion was found to be given by two multiplied by Pi multiplied by the square root of the quantity of the pendulum’s length divided by the acceleration due to gravity. Therefore, the period, or time to complete a full oscillation, of a pendulum was found to be dependent on its length. Index Terms—periodic motion, pendulum
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