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A way of providing a car with energy without much pollution is to use a flywheel to store energy. The flywheel can be "spun up", and then it releases the energy to the car as it travels along.

A car has a mass of $1208\text{ kilograms}$ and the flywheel has a mass of $250.0\text{ kilograms}$ and a diameter of $38.0\text{ centimeters}$.

The rotational velocity of the flywheel when it is fully "spun up" is $9500\text{ revolutions per minute}$.

Assuming the average retarding force acting on the car due to such things as friction and air resistance is $185\text{ Newtons}$, which of the following indicates how far the car travels using the energy stored in the flywheel?


$0.306\text{ kilometers}$


$12.1\text{ kilometers}$


$48.3\text{ kilometers}$


$58.3\text{ kilometers}$

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