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A dripping water faucet steadily releases drops 1.0 s apart.   As these drops fall, will the distance between them increase, decrease, or remain same prove it

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As the time increases the distance between the two drops will also increase.  This is because both drops are subject to the acceleration of gravity (9.8 m/s/s) and the first drop starts accelerating sooner so has reached a higher velocity at each one second increment of time.

Mathematically, the distance the drop has fallen is determined by the equation:  delta y =...

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