A carnival ride tests your courage by putting you in a situation that would appear dangerous. A person with a mass of 75.3 kg steps into a cylindrical tube that has a radius of 4,1 m. The tube begins to rotate around its center axis. As the speed of rotation increases, the passenger feels pushed against the wall of the tube. When the tube is rotating rapidly, the floor drops out. Luckily, there is a coefficient of static friction between the passenger and the wall, which keeps them from falling. If the value of that coefficient is 0.501, then what is the minimum speed that the passenger must be moving at?

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Chapter11: Angular Momentum
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A carnival ride tests your courage by putting you in a situation that would appear dangerous. A person
with a mass of 75.3 kg steps into a cylindrical tube that has a radius of 4.1 m. The tube begins to rotate
around its center axis. As the speed of rotation increases, the passenger feels pushed against the wall of
the tube. When the tube is rotating rapidly, the floor drops out. Luckily, there is a coefficient of static
friction between the passenger and the wall, which keeps them from falling. If the value of that coefficient
is 0.501, then what is the minimum speed that the passenger must be moving at?
Transcribed Image Text:A carnival ride tests your courage by putting you in a situation that would appear dangerous. A person with a mass of 75.3 kg steps into a cylindrical tube that has a radius of 4.1 m. The tube begins to rotate around its center axis. As the speed of rotation increases, the passenger feels pushed against the wall of the tube. When the tube is rotating rapidly, the floor drops out. Luckily, there is a coefficient of static friction between the passenger and the wall, which keeps them from falling. If the value of that coefficient is 0.501, then what is the minimum speed that the passenger must be moving at?
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