
Arturo O. answered 09/17/16
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Emma,
Your answers are correct for A and B.
For C, the rope is stretched the most in order to have maximum elastic potential energy. This occurs at the bottom of the drop, when the rope is stretched to the max, the speed of the jumper drops to zero, and the jumper is about to start going back up as the rope begins to unstretch itself.
For D, there is an interchange of elastic potential energy of the rope with gravitational potential energy, but there is also air resistance, which removes energy from the system, and maybe energy being lost as sound when the rope stretches and unstretches. Energy is not conserved and eventually the air resistance and other causes of energy dissipation will slow the jumper until a state of static equilibrium is reached between the tension of the rope and the jumper's weight.
For E, the rope's elastic potential energy is zero starting at the top, since the rope is not yet stretched, and remains zero until it is fully unwound at position 2, then starts to rise after position 2 and attains its maximum value when it is fully stretched at the bottom, which is position 3.


Arturo O.
In the explanation for D, I forgot to mention that the energy interchange is between gravitational potential energy, elastic potential energy, and kinetic energy of the jumper (I left out the latter). Energy dissipation mechanisms will deplete the kinetic energy of the jumper, so the jumper never fully rises to the top after one jump, and the amplitude of oscillation slowly drops to zero until the jumper is suspended in mid air, with the jumper's weight in static equilibrium with the tension in the rope.
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09/18/16
Steven W.
09/17/16