A mass m sits at a distance r from the center of a rough platter rotating with angular speed w. Which of the following would result in increasing the maximum rotational velocity (vimax)-olmax) times radius) at which the platter can rotate without the mass slipping? O Increasing the mass itself O Decreasing the mass Increasing the coefficient of static friction O Decreasing the coefficient of static friction O Two of the above O NOTA
A mass m sits at a distance r from the center of a rough platter rotating with angular speed w. Which of the following would result in increasing the maximum rotational velocity (vimax)-olmax) times radius) at which the platter can rotate without the mass slipping? O Increasing the mass itself O Decreasing the mass Increasing the coefficient of static friction O Decreasing the coefficient of static friction O Two of the above O NOTA
College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
Chapter1: Units, Trigonometry. And Vectors
Section: Chapter Questions
Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...
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Q 4

Transcribed Image Text:**Question 4**
A mass \( m \) sits at a distance \( r \) from the center of a rough platter rotating with angular speed \( \omega \). Which of the following would result in increasing the maximum rotational velocity (\( v_{\text{max}} = \omega_{\text{max}} \times \text{radius} \)) at which the platter can rotate without the mass slipping?
- Increasing the mass itself
- Decreasing the mass
- Increasing the coefficient of static friction
- Decreasing the coefficient of static friction
- Two of the above
- NOTA
**Question 5**
In the previous problem, suppose the radial distance from the center of the platter to the location of the mass is increased. Which statement below is true?
- The value of \( v_{\text{max}} \) would be increased
- The value of \( v_{\text{max}} \) would be decreased
- The static frictional force on the mass would increase (assuming \( \omega \) is unchanged)
- The static frictional force on the mass would decrease (assuming \( \omega \) is unchanged)
- Two of the above are true
- NOTA
**Question 6**
A car (purple circle) is moving on a banked track; the graphical addition of forces acting on the car is shown in the accompanying figure. From the figure, which is true of the force of friction?
*(Note: No graph or diagram is provided in the image for further explanation.)*
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