EXTERIOR POLYGON Meaning and
Definition
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An exterior polygon is a geometric shape that is formed by the sides of an interior polygon, where the sides extend outward. More specifically, when a line segment is drawn from each vertex of an interior polygon to a point beyond the polygon's boundaries, the resulting shape that is formed is called an exterior polygon.
This type of polygon has several defining characteristics. Firstly, it has the same number of sides as the interior polygon from which it is derived. Each of these sides corresponds to a line segment that extends beyond the vertex of the interior polygon. Additionally, the exterior angles of an exterior polygon are equal to the supplementary angles of the corresponding interior polygon. In other words, the exterior angle at each vertex of the exterior polygon is formed by extending a line from the corresponding vertex of the interior polygon.
The exterior polygon acts as a complement to the interior polygon, as it fills the space outside the boundaries of the interior shape. It serves to create a comprehensive outline for the complete polygon. The exterior polygon concept is commonly utilized in mathematics, particularly in the study of geometry and polygonal structures.
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In fort., the figure formed by lines connecting the angels of the bastions with one another.
Etymological and pronouncing dictionary of the English language. By Stormonth, James, Phelp, P. H. Published 1874.
Common Misspellings for EXTERIOR POLYGON
- wxterior polygon
- sxterior polygon
- dxterior polygon
- rxterior polygon
- 4xterior polygon
- 3xterior polygon
- ezterior polygon
- ecterior polygon
- edterior polygon
- esterior polygon
- exrerior polygon
- exferior polygon
- exgerior polygon
- exyerior polygon
- ex6erior polygon
- ex5erior polygon
- extwrior polygon
- extsrior polygon
- extdrior polygon
- extrrior polygon
Etymology of EXTERIOR POLYGON
The word "exterior" originates from the Latin word "exterius" which means "outer" or "external". It is derived from the Latin word "exter" which means "outer" or "outside".
The term "polygon" comes from the Greek words "poly" meaning "many" and "gonia" meaning "angle" or "corner". It refers to a closed shape consisting of straight lines called sides, with each side connecting two consecutive vertices or corners.
Therefore, the term "exterior polygon" can be understood as a polygon that exists outside or beyond another polygon, typically used to describe the area or shape created by extending the sides of a given polygon. It is used in geometry to differentiate between the interior and the exterior regions of a polygon.
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