If we assume that all of the energy stored in the trampoline goes into his motion, how high above this lowest point will he rise?Express your answer with the appropriate units.h =0μAValueUnits? When you stand on a trampoline, the surface depresses below equilibrium, and the surface pushes up on you, as the data for a realtrampoline in (Figure 1) show. The linear variation of the force as a function of distance means that we can model the restoring force asthat of a spring. A 72 kg gymnast jumps on the trampoline. At the lowest point of his motion, he is 0.80 m below equilibrium.FigureRestoring force (N)16008000-00.500.25Distance below equilibrium (m)1 of 1

Mass m = 72 kgLowest point of his motion, distance d = 0.80 mHigh above this lowest point h =?

Answered: If we assume that all of the energy…

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If we assume that all of the energy stored in the trampoline goes into his motion, how high above this lowest point will he rise? Express your answer with the appropriate units. h = 00 μA Value Units ?