Question

A person sits on a frictionless stool that is free to rotate but is initially at...

A person sits on a frictionless stool that is free to rotate but is initially at rest. The person is holding a bicycle wheel (I = 3 kg*m2) that is rotating at 8 rev/s in the clockwise direction as viewed from above, and the moment of inertia of the person-wheel-stool system is 9 kg*m2. For this problem, all answers involving a rotational component will be expressed in revolutions rather than radians.

1. What is direction of the angular momentum of the system?

2. The person flips the rotating wheel over 180 degrees. What is the magnitude of the angular momentum of the rotating wheel?

3. After the person flips the rotating wheel over 180 degrees, what is the direction of the angular momentum of the rotating wheel?

4. After the person flips the rotating wheel over 180 degrees, what is the magnitude of the angular momentum of the system?

5. After the person flips the rotating wheel over 180 degrees, what is the direction of the angular momentum of the system?

6. The person flips the rotating wheel over 180 degrees, taking 0.5 seconds to complete this action. What is the magnitude of the angular velocity of the person-wheel-stool system about the axis of the stool after the wheel is flipped?

7. What is the direction of the angular velocity of the person-wheel-stool system about the axis of the stool after the wheel is flipped?

8. What is the magnitude of the angular acceleration of the person-wheel-stool system?

9. T/F: The angular momentum of a system only changes with the application of an external net torque; otherwise the angular momentum of a system will never change.

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