INTERIOR POLYGON Meaning and
Definition
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An interior polygon is a geometric shape that consists of a closed figure with straight sides and angles, formed by connecting three or more line segments. It is contained wholly inside the boundaries of an enclosed region, such as a larger polygon or a circle. The interior polygon does not include any points on the boundaries of the enclosing figure, distinguishing it from the exterior polygon.
Typically, an interior polygon is found by connecting the vertices of the larger enclosing polygon with line segments, thus forming a smaller, inscribed shape within it. The interior polygon can take various forms, such as triangles, squares, pentagons, hexagons, or higher order polygons. Its sides or edges are formed by the line segments connected between consecutive vertices, while its angles are created by the intersection of these sides.
Interior polygons are commonly used in mathematics, geometry, and trigonometry to explore various properties and relationships between their sides, angles, and vertices. They help in the study of area, perimeter, and other geometric measurements. The interior polygon is widely utilized in fields such as architecture, design, and engineering to create aesthetically pleasing layouts, determine structural stability, and optimize the efficient use of space. Understanding the characteristics and properties of interior polygons contributes to the overall understanding of geometric concepts and enhances problem-solving skills.
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The figure formed by the lines connecting the centres of the bastions.
Etymological and pronouncing dictionary of the English language. By Stormonth, James, Phelp, P. H. Published 1874.
Common Misspellings for INTERIOR POLYGON
- interior polygof
- interior polygol
- interior polygoo
- innteriorpolygon
- interioarpolygon
- interiorepolygon
- i nterior polygon
- in terior polygon
- int erior polygon
- inte rior polygon
- inter ior polygon
- interi or polygon
- interio r polygon
- interior po lygon
- interior pol ygon
- interior poly gon
- interior polyg on
- interior polygo n
Etymology of INTERIOR POLYGON
The term "interior polygon" does not have a specific etymology since it is a combination of two commonly used words in geometry.
The word "interior" comes from the Latin word "interior", meaning "inner" or "inside". It is related to the Latin word "inter", which means "between" or "among".
The word "polygon" is also derived from Latin. It comes from the combination of "poly", meaning "many", and "gonia", meaning "angle". Therefore, "polygon" translates to "many angles" or "many-sided figure".
When these two words are combined, "interior polygon" simply refers to the area or space within a polygon.
