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. $\\dfrac{{5M{a^2}}}{{18}}$
Moment of Inertia J Calculation Formula | Miki Pulley
give the moment of inertia of a cuboid when the axis of rotation is at the centre , - Physics - Electrostatic Potential And Capacitance - 14136501 | Meritnation.com
Moment of Inertia J Calculation Formula | Miki Pulley
Find the moment of Inertia of a cuboid along the axis as shown in the
integration - Calculating moment of inertia for a cuboid - Mathematics Stack Exchange
Mass Moment of Inertia Calculator
Rotating cuboid with the axis of rotation through the center point | universaldenker.org