A puck is sliding on a frictionless, level surface in a circle at constant speed. The required inward acceleration is provided by a spring of force constant $k$ and unstretched length $L_{0}$ . In order to provide the needed force, the spring is stretched a distance $? L$ . As the puck of mass $m$ goes through a complete circle, how much work does the spring do on it?

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A puck is sliding on a frictionless, level surface in a circle at constant speed. The required inward acceleration is provided by a spring of force constant

k

and unstretched length

L_{0}

. In order to provide the needed force, the spring is stretched a distance

? L

. As the puck of mass

m

goes through a complete circle, how much work does the spring do on it?

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