Consider a "round" rigid body with moment of inertia I = BMR2, where M is the body's mass, R is the body's radius, and B is a constant depending on the type of the body. Rigid Body Uniform hoop Uniform solid cylinder Uniform spherical shell Uniform solid sphere 1 1/2 2/3 k 2/5
Consider a "round" rigid body with moment of inertia I = BMR2, where M is the body's mass, R is the body's radius, and B is a constant depending on the type of the body. Rigid Body Uniform hoop Uniform solid cylinder Uniform spherical shell Uniform solid sphere 1 1/2 2/3 k 2/5
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Transcribed Image Text:Consider a "round" rigid body with moment of inertia I = BMR², where M is the body's mass, R is the
body's radius, and B is a constant depending on the type of the body.
Rigid Body
Uniform hoop
Uniform solid cylinder
Uniform spherical shell
Uniform solid sphere
1
1/2
2/3
k
2/5
Transcribed Image Text:B. (2 points) Among the four "round" rigid bodies shown at the table, for the same masses and radii,
which among them will have the most number of cycles per second?
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