Falling rope: A rope of length $L$ slides over the edge of a table. Initially a piece $x_0$ of it hangs without motion over the side of the table.Let $x$ be the length of the rope hanging vertically at time $t$. The rope is assumed to be perfectly flexible. Show that the principle of energy in the form of $T+V$ gives an integral of motion.
Source::SOMMERFELD
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4727: Diamond Point
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