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Re: Altitude ratios of two tetrahedra
Posted:
Dec 15, 2013 11:53 AM


> Let's say that you have two tetrahedra, call them A > and > B. > > Tetrahedron A has an altitude of 1H. You insert > tetrahedron B into A an rotate it so that all of its > Vertices are pointing in the opposite director of the > vertices of A, and all of its faces are parallel to > the vertices of A. You find that the distance > between one face of A is 4.6 H away from the parallel > face of B. > > What is the altitude of B? Thanks in advance. Patrick, Let altitude of B be x Centroid is 1/4 of height from base So 1.H/4+x/4 = 4.6H x=17.4H Regards, Peter Scales.



