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## Main Question or Discussion Point

In my Classical Mechanics class we are reviewing Newtonian Mechanics. He gave a homework assignment with a question that invloves tension and a rope.

The question is as follows

2 point-like objects, each with mass m, are connected by a massless, stretchless tope of length l. The objects are suspended vertically near the surface of the Earth, so that one object is hanging below the other, and then released. Find the tension in the rope after the objects are released. Use proper approximations to express the tension as a function of m, L, mass of the Earth M, radius of the Earth R, and gravitational constant G.

Find that is all good and dandy I used Newton's law of Gravitation so I could have the last few constants in there. But l?? Since when did the length of a massless, stretchless rope matter for tension?? Am I missing something??

The question is as follows

2 point-like objects, each with mass m, are connected by a massless, stretchless tope of length l. The objects are suspended vertically near the surface of the Earth, so that one object is hanging below the other, and then released. Find the tension in the rope after the objects are released. Use proper approximations to express the tension as a function of m, L, mass of the Earth M, radius of the Earth R, and gravitational constant G.

Find that is all good and dandy I used Newton's law of Gravitation so I could have the last few constants in there. But l?? Since when did the length of a massless, stretchless rope matter for tension?? Am I missing something??