How Do You Spell DELTOHEDRON?

Pronunciation: [dˌɛltə͡ʊhˈiːdɹən] (IPA)

The word "deltohedron" is a geometric term referring to a polyhedron with triangular faces. Its spelling can be broken down into individual parts for easier understanding. The word begins with "delto", pronounced /ˈdɛltəʊ/, which is derived from the Greek letter delta (Δ), meaning "triangle". The second part, "hedron", pronounced /ˈhiːdrən/, comes from the Greek word for "face". Therefore, the phonetic transcription of "deltohedron" is /ˌdɛltəʊˈhiːdrən/.

DELTOHEDRON Meaning and Definition

1. A Deltohedron is a polyhedron that is characterized by having equilateral triangles as its faces. The name of the shape itself is derived from two Greek words, "delta" meaning triangle, and "hedron" meaning face. The term specifically refers to a convex polyhedron that is composed only of equilateral triangles.

   This geometric figure exhibits several distinct properties. Firstly, all of its faces are congruent equilateral triangles, meaning that each triangle has equal side lengths and angles. Secondly, the Deltohedron has a unique vertex arrangement, such that at each vertex, three triangles meet. This arrangement signifies that the sum of angles around any vertex is always equal to 360 degrees.

   Deltohedra can vary in size and shape, depending on the number of faces they possess. While the smallest known Deltohedron is composed of 4 faces (forming a tetrahedron), there are also Deltohedra with 5, 6, and even more faces. These larger variations are classified as deltahedra and have names such as the dodecahedron and the icosahedron.

   Due to its uniform and symmetrical properties, the Deltohedron is considered a regular polyhedron. As such, it finds applications in various mathematical and scientific fields, including crystallography, architecture, and computer graphics.

Common Misspellings for DELTOHEDRON

• seltohedron
• xeltohedron
• celtohedron
• feltohedron
• reltohedron
• eeltohedron
• dwltohedron
• dsltohedron
• ddltohedron
• drltohedron
• d4ltohedron
• d3ltohedron
• dektohedron
• deptohedron
• deotohedron
• delrohedron
• delfohedron
• delgohedron
• delyohedron

Etymology of DELTOHEDRON

The word "Deltohedron" is derived from two Greek words: "delta" and "hedron".

The Greek letter "delta" (Δ) represents a triangular shape. It is often used to symbolize a difference or change, as well as to denote the triangle in mathematics.

The word "hedron" comes from the Greek word "hedra", meaning "base" or "seat". In mathematics, "hedron" is used to describe a three-dimensional geometric figure.

By combining "delta" and "hedron", the term "Deltohedron" is formed. It refers to a three-dimensional shape with triangular faces or sides.