A 2243 kg solid sphere with a radius of 2.4 m rolls without slipping down an incline of 0 = 26°. If the sphere %3D makes 5 full revolutions in 5.2 seconds. 1. The rotational inertia of the sphere is

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Chapter11: Angular Momentum
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Problem 27P: A solid cylinder of radius 10.0 cm rolls down an incline with slipping. The angle of the incline is...
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A 2243 kg solid sphere with a radius
of 2.4 m rolls without slipping down
an incline of 0 = 26°. If the sphere
makes 5 full revolutions in 5.2
seconds.
1. The rotational inertia of the
sphere is
kg.m2
2. The frictional force between the
incline and the sphere is
3. The angular velocity at point C on
the sphere is
rad/s
4. The speed of the center of mass
of the Sphere is
m/s
5. The distance S after 5 full
revolutions is
m
Transcribed Image Text:A 2243 kg solid sphere with a radius of 2.4 m rolls without slipping down an incline of 0 = 26°. If the sphere makes 5 full revolutions in 5.2 seconds. 1. The rotational inertia of the sphere is kg.m2 2. The frictional force between the incline and the sphere is 3. The angular velocity at point C on the sphere is rad/s 4. The speed of the center of mass of the Sphere is m/s 5. The distance S after 5 full revolutions is m
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