Definition of Pentahedral

1. a. Having five sides; as, a pentahedral figure.

Definition of Pentahedral

1. Adjective. relating to a pentahedron ¹

¹ Source: wiktionary.com

Definition of Pentahedral

1. [adj]

Lexicographical Neighbors of Pentahedral

pentagrammes
pentagrammic
pentagrams
pentagraph
pentagraphic
pentagraphical
pentagraphs
pentagrid
pentagrid converter
pentagrids
pentagynia
pentagynous
pentahalide
pentahalides
pentahedra
pentahedral (current term)
pentahedrical
pentahedron
pentahedrons
pentahelicene
pentahelicenes
pentahydrate
pentahydrated
pentahydrates
pentahydrite
pentahydroborite
pentahydroxide
pentahydroxides
pentail
pentails

Literary usage of Pentahedral

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

1. A Text-book of Geometry by George Albert Wentworth (1898)
"Two consecutive face angles of one surface will unite with three consecu- -^ tive face angles of the other, and form a regular pentahedral angle, ..."

2. Elements of Geometry, Theoretical and Practical: Including Constructions of by Eugenius Nulty (1836)
"... the vertices of the pentagon construct, by virtue of this dihedral angle, five equal pentahedral angles, of which the faces are equilateral triangles. ..."

3. Lectures on the Ikosahedron and the Solution of Equations of the Fifth Degree by Felix Klein (1888)
"We can then, and in fact immediately in virtue of (1), denote the ratios of the x's as point- coordinates of ordinary space, its so-called pentahedral ..."

4. Illustrations of the Geology of Yorkshire; Or, A Description of the Strata by John Phillips (1836)
"pentahedral, depressed, middle of each valve ... S. elongata. Ph. PI. XI. fig. 9- Bolland. pentahedral, smooth, with obtuse radiations. ..."

5. Euclid's Elements of Geometry by Henry Martyn Taylor (1895)
"And all the points lie on a sphere whose centre is O, since OP1=£(o? + P). Each solid pentahedral angle is composed of five equal trihedral angles ..."

6. Plane and Solid Geometry by Fletcher Durell (1911)
"Find the area of a spherical hexagon each of whose angles is 150°, on a sphere whose radius is 20 in. Ex. 20. If each dihedral angle of a given pentahedral ..."

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