Theorem on the Dihedral Angles of an Isosceles Tetrahedron @wolframmathematica
Theorem on the Dihedral Angles of an Isosceles Tetrahedron  @wolframmathematica
Uploaded June 2017 | Updated September 2026, 2 weeks ago
demonstrations.wolfram.com/TheoremOnTheDihedralAnglesOfAnIsoscelesTetrahedron

The Wolfram Demonstrations Project contains thousands of free interactive visualizations, with new entries added daily.

Let the edge lengths of an isosceles tetrahedron T be a, b, c, d=c, e=a and f=b. This Demonstration shows that the sum of the cosines of the dihedral angles in T equals 2. This is not true for a general tetrahedron, in which opposite sides need not be e...

Contributed by: Izidor Hafner

Audio created with WolframTones:
tones.wolfram.com
Theorem on the Dihedral Angles of an Isosceles TetrahedronVisual History of the Worlds Tallest Buildings Using EntitiesDoubling a Line Segment Using a Right AngleTorque and Speed Characteristics of Separately Powered DC MotorsDissection of a Square to a Parallelogram with the Same BaseFive Concyclic Points in a TrianglePhase-Space Orbits for the Kepler Problem on Constant Energy SurfacesRoulette (Epitrochogon) of a Regular Polygon Rolling around Another Regular PolygonThe Nagel LineFirst[{}]Polyhedra Copied to the Vertices of the Same Kind of PolyhedronThree Tilings of the Sphere with Right Triangles
Wolfram Demonstrations Project |

Theorem on the Dihedral Angles of an Isosceles Tetrahedron

SHARE TO X SHARE TO REDDIT SHARE TO FACEBOOK WALLPAPER