consider seven masses located at the vertices of a regular straight pyramid with hexagonal base whose edges are a and h. The masses located at the base are equal and of intensity m, the one located at the top has mass M. Determine the value of the moment of inertia of the pyramid in relation to the axis of rotation, parallel to its height by one of the masses at the base

consider seven masses located at the vertices of a regular straight pyramid with hexagonal base whose edges are a and h. The masses located at the base are equal and of intensity m, the one located at the top has mass M. Determine the value of the moment of inertia of the pyramid in relation to the axis of rotation, parallel to its height by one of the masses at the base