(related to Proposition: Prop. 12.17: Construction of Polyhedron in Outer of Concentric Spheres)
And, also, if a similar polyhedral solid to that in sphere $BCDE$ is inscribed in another sphere then the polyhedral solid in sphere $BCDE$ has to the polyhedral solid in the other sphere the cubed ratio that the diameter of sphere $BCDE$ has to the diameter of the other sphere.
(not yet contributed)
Proofs: 1
Proofs: 1