HOLOHEDRON Meaning and
Definition
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A holohedron is a term used in geometry to define a specific class of polyhedra. Derived from the Greek words "holos" meaning whole and "hedra" meaning face, a holohedron refers to a solid geometric shape whose faces are congruent regular polygons. More precisely, a holohedron is a polyhedron whose faces are identical, regular polygons, and are arranged in such a way that all vertices (corners) have the same number of faces meeting.
In simpler terms, a holohedron is a three-dimensional object composed of flat surfaces, called faces, where each face is a regular polygon. These regular polygons are identical in shape and size and are arranged such that the same number of faces meet at each corner. Due to this arrangement, holohedra exhibit symmetry and have the same properties on each of its faces.
Common examples of holohedra include the tetrahedron, cube, octahedron, dodecahedron, and icosahedron. These are the five known Platonic solids, which are considered to be the most regular and symmetrical polyhedra.
Holohedra possess unique mathematical and physical properties that are extensively studied in geometry and other related disciplines. Their regularity and symmetry make them fascinating objects of investigation and have various applications in fields such as architecture, crystallography, computer graphics, and chemistry.
Common Misspellings for HOLOHEDRON
- golohedron
- bolohedron
- nolohedron
- jolohedron
- uolohedron
- yolohedron
- hilohedron
- hklohedron
- hllohedron
- hplohedron
- h0lohedron
- h9lohedron
- hokohedron
- hopohedron
- hooohedron
- holihedron
- holkhedron
- hollhedron
- holphedron
- hol0hedron
Etymology of HOLOHEDRON
The term "holohedron" is a combination of two Greek words: "holos" meaning "whole" or "complete", and "hedra" meaning "base" or "seat". In Greek, "hedra" is derived from the verb "hedron", which means "to sit" or "to settle". Thus, "holohedron" essentially translates to "whole base" or "complete seat" in English.
