Hammer and sickle on the Moon, dropped from different heights

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The hammer and sickle are dropped from different heights on the Moon, with the hammer at 200 km and the sickle at 100 km. Due to the Moon's weaker gravity at higher altitudes, the hammer experiences a slower rate of acceleration compared to the sickle. As they fall, the distance between them increases because the hammer falls more slowly. The discussion highlights the need for the 'jolt' formula to understand the rate of change of acceleration in this scenario. Overall, the differing gravitational effects lead to an increasing separation between the two objects as they descend.
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The hammer is at 200km and the sickle is at 100km above the Moon. As they fall down, the distance between them increases, or not? We need 'jolt' formula here, the rate of change of acceleration, right?
 
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Since the moon's gravity would be less at 200 km., the hammer would fall more slowly, so the distance would increase.
 
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