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A small mass m is tied to a ceiling of hight h=5l/4 by a string of length l and attached to the floor by a massless spring with spring constant k=16mg/l. When the mass is in its equilibrium position, the spring is stretched by an amount x=l/8. The mass is pulled to the side until the spring has a length s=3l/4 and released from rest. What is the speed of the mass as it passes through its initial position (as shown in the left hand figure). MC answers are: a) sqrt (6g/l) b) sqrt (32gl) c) sqrt (32gl/5) d) sqrt (6gl) e) none of the above Our answer is v = sqrt (89gl/10)--even confirmation or a "nope, that's wrong!" would be appreciated.
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