Definition of Tetrahedrons

1. Noun. (plural of tetrahedron) ¹

¹ Source: wiktionary.com

Definition of Tetrahedrons

1. tetrahedron [n] - See also: tetrahedron

Lexicographical Neighbors of Tetrahedrons

tetragraphs
tetragynia
tetragynous
tetrahalide
tetrahalides
tetrahedra
tetrahedral
tetrahedralisable
tetrahedralizable
tetrahedrally
tetrahedrane
tetrahedranes
tetrahedrite
tetrahedrites
tetrahedron
tetrahedrons (current term)
tetrahemihexahedra
tetrahemihexahedron
tetrahexahedra
tetrahexahedral
tetrahexahedron
tetrahexahedrons
tetrahexylammonium
tetrahydrate
tetrahydrates
tetrahydric
tetrahydride
tetrahydrides
tetrahydro
tetrahydro-

Literary usage of Tetrahedrons

Below you will find example usage of this term as found in modern and/or classical literature:

1. Euclid's Elements of Geometry by Henry Martyn Taylor (1895)
"Therefore the tetrahedrons OBCD, obcd are equal in volume; they are each the sum or the difference of three tetrahedrons which in pairs are equal in all ..."

2. The Oxford, Cambridge, and Dublin Messenger of Mathematics (1862)
"ON tetrahedrons. By AF Torry, BA, Scholar of St. John's College, Cambridge. THE following construction is intended to exhibit geometrically some of the well ..."

3. The Oxford, Cambridge, and Dublin Messenger of Mathematics (1862)
"ON tetrahedrons. By AF Torry, BA, Scholar of St. John's College, Cambridge. THE following construction is intended to exhibit geometrically some of the well ..."

4. Projective Geometry by Linnaeus Wayland Dowling (1917)
"Circumscribing tetrahedrons.—Let P and PI be any two points on a surface of second order; a and bi, the two generators passing through P; and at and 6, ..."

5. Geometry of Four Dimensions by Henry Parker Manning (1914)
"V. tetrahedrons 17. tetrahedrons. Intersection of a plane and a tetrahedron. A tetrahedron consists of four non-coplanar points and the sides and interiors ..."

6. A Popular Guide to Minerals by Louis Pope Gratacap (1912)
"... the suppression of alternate faces of the pyramid as in the tetragonal system, and the right and left tetrahedrons thus produced are shown Fig. i32 Fig. ..."

7. Mathematical Questions and Solutions, from "The Educational Times", with edited by Constance I Marks (1886)
"(By WJC SHARP, MA)— If two tetrahedrons be such that the intersections of corresponding faces lie in the same plane, the lines joining corresponding ..."

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