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Find the moment of inertia through face diagonal of a cube. Edge length of a cube is a units.
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The moment of inertia of a hollow cubical box of mass$M$ and side$a$ about an axis passing through the centres of two opposite faces is equal toA. $\\dfrac{{5M{a^2}}}{3}$B. $\\dfrac{{5M{a^2}}}{6}$C. $\\dfrac{{5M{a^2}}}{{12}}$D. $\\dfrac{{5M{a^2}}}{{18}}$
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Mechanics Map - 3D Centroid and Mass Moment of Intertia Table
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Physics 12 Moment of Inertia (6 of 7) Moment of Inertia of a Box: 2 Methods - YouTube
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The moment of inertia of a hollow cubical box of mass `M` and side `a` about an axis pa - YouTube
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