The moment of inertia for a spherical object is calculated as a constant multiplied by the mass of the object and the square of its radius, meaning that as the radius decreases, the moment of inertia decreases proportionally to the square of the radius.
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Angular momentum for the collapsed star explained. #AngularMomentum #torque #momentofinertiaAdded:
Moment of inertia for a spherical object is expressed as constant times mass of the object into the square of the radius of the sphere.
Shape of the star is spherical. We'll consider spherical shape of a star. So the moment of inertia for a spherical object is represented as this equation.
So it depends on two factors mass of the object and the square of the radius of the sphere.
So when the radius R shrinks,
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