Magnitude of linear acceleration based problem
A spool of thin wire pivots on a frictionless shaft. The wire is pulled by a hanging mass M of 1.30 kg. Calculate the magnitude of linear acceleration of the mass M. Icm = 0.665 kgm2 Inner radius, r = 0.40 m Outer radius, R = 0.55 m.
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The work done in accelerating a flywheel from rest to an angular speed of 12.7 revolutions per second is 21.6 kJ. What is the moment of inertia of the flywheel?
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A sphere of radius R consists of linear materials of dielectric constant k. Embedded in the sphere is a free-charge density p = kr, where k is constant and r is the distance from the sphere's center.
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