Definition of Escribed

1. a. Drawn outside of; -- used to designate a circle that touches one of the sides of a given triangle, and also the other two sides produced.

Definition of Escribed

1. Verb. (past of escribe) ¹

¹ Source: wiktionary.com

Definition of Escribed

1. escribe [v] - See also: escribe

Lexicographical Neighbors of Escribed

escortees
escorting
escortless
escortment
escorts
escot
escoted
escoting
escots
escotted
escotting
escout
escouts
escoveitch
escribe
escribed (current term)
escribes
escribing
escritoire
escritoires
escritorial
escroc
escrocs
escrod
escrods
escrol
escroll
escrolls
escrols
escrow

Literary usage of Escribed

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

1. An Elementary Treatise on Modern Pure Geometry by Robert Lachlan (1893)
"The inscribed and escribed circles. 126. The internal bisectors of the angles of a triangle are concurrent (§ 100, Ex. 1). It is evident that the point in ..."

2. Plane Trigonometry, for Colleges and Secondary Schools by Daniel Alexander Murray (1899)
"Let ra denote the radius of the escribed circle touching the side BC ... Find the radii of the circumscribed, inscribed, and escribed circles of some of the ..."

3. Mathematical Questions and Solutions, from "The Educational Times", with edited by Constance I Marks (1895)
"Let ABC, A'B'tf be the given and new triangles : the points of contact of the escribed circles be K, Ki, &c.; then in the quadrilateral BLB'K, ..."

4. Treatise on Trigonometry by William Ernest Johnson (1889)
"I. The three sides of the triangle are common tangente of the inscribed and escribed circles; and the three vertices are centres of similitude of pairs of ..."

5. A Treatise on Trigonometry by James Edward Oliver, George William Jones, Lucian Augustus Wait (1881)
"To FIND THE RADII OF THE CIRCLES INSCRIBED IN, escribed AND ... (2) For the radius of an escribed circle, divide the area by half the perimeter, ..."

6. Mathematical Questions and Solutions by W. J. C. Miller (1879)
"Д its area, and Д, the area of the escribed triangle, that is to say, the triangle whose vortices are the centres of the escribed circles of the original ..."

7. Spherical Trigonometry: For Colleges and Secondary Schools by Daniel Alexander Murray (1908)
"escribed circles. A circle which touches a side of a spherical triangle, ... Complete the lune whose angle is A. The escribed circle which touches a is the ..."

8. A Treatise on Solid Geometry by Percival Frost, Joseph Wolstenholme (1863)
"In a similar manner for the two escribed spheres opposite A and D, ... The centers of similarity of the escribed spheres are therefore the points in which ..."

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