Abstract

In this article the method for the construction of an odd order magic cubes is introduced. The moment of inertia of a magic cube is evaluated by showing the case of a special kind of third order magic cube and interpreting them as a rigid body mass distributions. The moment of inertia depends only on the semi-magic property and the number of point masses along each n-tuple of elements having the same co-ordinates on two places. The moment of inertia is calculated by changing the position of the origin of the co-ordinate system and the axis of rotation. Next, the concept of center of mass is explained for magic cubes.

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