**102. A steel bicycle wheel (without the rubber tire) is rotating freely with an angular speed of 18.00 rad/s. The temperature of the wheel changes from – 100.0 to +300.0 °C. No net external torque acts on the wheel, and the mass of the spokes is negligible. (a) Does the angular speed increase or decrease as the wheel heats up? Why? (b) What is the angular speed at the higher temperature?

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Chapter1: Units, Trigonometry. And Vectors
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**102. A steel bicycle wheel (without the rubber tire) is rotating freely
with an angular speed of 18.00 rad/s. The temperature of the wheel
changes from – 100.0 to +300.0 °C. No net external torque acts on the
wheel, and the mass of the spokes is negligible. (a) Does the angular
speed increase or decrease as the wheel heats up? Why? (b) What is the
angular speed at the higher temperature?
Transcribed Image Text:**102. A steel bicycle wheel (without the rubber tire) is rotating freely with an angular speed of 18.00 rad/s. The temperature of the wheel changes from – 100.0 to +300.0 °C. No net external torque acts on the wheel, and the mass of the spokes is negligible. (a) Does the angular speed increase or decrease as the wheel heats up? Why? (b) What is the angular speed at the higher temperature?
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