The horizontal table in the figure is rotated with an angular velocity w = 4 rad/s around the vertical axis passing through point O. The object with a mass of m = 10kg, located 0.5 m away from point O, stands without slipping. What is the smallest value of the friction coefficient between the object and the table? (Assume that g = 10m/s) %3D %3D %3D

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Chapter6: Uniform Circular Motion And Gravitation
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14-
Vertical axis
m
r= 0,5 m
The horizontal table in the figure is rotated with an angular velocity w = 4 rad/s
around the vertical axis passing through point O. The object with a mass of
10kg, located 0.5 m away from point O, stands without slipping. What is the
smallest value of the friction coefficient between the object and the table?
(Assume that g= 10m/s*)
m =
a)
0.16
b)
0.42
0.80
0.60
e)
0.24
Boş bırak
Transcribed Image Text:14- Vertical axis m r= 0,5 m The horizontal table in the figure is rotated with an angular velocity w = 4 rad/s around the vertical axis passing through point O. The object with a mass of 10kg, located 0.5 m away from point O, stands without slipping. What is the smallest value of the friction coefficient between the object and the table? (Assume that g= 10m/s*) m = a) 0.16 b) 0.42 0.80 0.60 e) 0.24 Boş bırak
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