Simple Inequalities in the Unit Cube
The permuted inequalities
,
, etc. split the unit cube into six congruent right-angled tetrahedra (called "orthoschemes"). In 2D there are two right-angled triangles, corresponding to
and
; in 4D there are 24 simplices corresponding to
, etc.
Contributed by:
George Beck
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Inequality
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Tetrahedron
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"
Simple Inequalities in the Unit Cube
" from
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http://demonstrations.wolfram.com/SimpleInequalitiesInTheUnitCube/
Contributed by:
George Beck
3D Graphics
Analytic Geometry
College Mathematics
High School Geometry
Inequalities
Polyhedra
Solid Geometry
The Erdös-Mordell Inequality
Reflecting in Intersecting Planes
Rotating a Lattice of Points
Intersecting a Rotating Cone with a Plane
Reflecting in Parallel Planes
Cone, Tent, and Cylinder
Pool Shot 3D
Difference of Cubes
Reflecting a Lattice of Points
Projecting a Lattice of Points
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