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Q.

A vertical spring is compressed a distance d relative to its relaxed length. A mass m is attached to the top end and held at rest. Another mass m is suspended a distance d/2 above it, as shown in figure. The spring is released. The bottom mass rises up, smashes and sticks to the upper mass, and the resulting blob continues to rise up. If the spring constant k = x mg/d such that the blob reaches its maximum height at the dotted line shown (where the spring is at its relaxed length), find x.  
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answer is 4.

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Detailed Solution

Ki+Usi+Ugi=Kf+Usf+Ugf

0+12kd2+0=12mv2+12k(d2)2+mgd2

38kd2mgd2=12mv2

Ki+Usi+Ugi=Kf+Usf+Ugf

(316kd2mgd4)+12k(d2)2+0=0+0+(2m)gd2

516kd2=5mgd4

k=4mgd

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