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The moment of inertia of a continuous mass distribution is defined as
where \rho is density.
How do I calculate the moment of inertia of a right circular cone about an axis passing through the center of its base and its vertex?
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hi Agnishom,
Firstly, consider a thin disc of the cone and work out its M of I.
Then sum up all such moments along the axis of the cone, integrating wrt distance from base to vertex.
Bob
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