EQUANGULAR Meaning and
Definition
-
The term "equangular" is an adjective used to describe something that has equal angles or angles of the same measure. The word is derived from the combination of the prefix "equi-" meaning equal, and the Latin word "angularis" meaning angles.
In mathematics, equangular is often used to describe polygons, specifically those that have all internal angles of the same measure. For example, a square is considered an equangular polygon because all four of its internal angles are 90 degrees. Similarly, an equilateral triangle is also an equangular polygon, as all three of its angles are 60 degrees.
Equangular can also be used to describe specific relationships between angles within geometric shapes or figures. For instance, if two triangles have corresponding angles of the same measure, they are said to be equangular triangles. Similarly, in the context of geometric transformations, if the angles of an object remain the same before and after the transformation, it is considered to be an equangular transformation.
Overall, the term equangular refers to the equality or equivalence of angles within a geometric context. It is a fundamental concept in geometry and is often used to describe various polygons, triangles, and other geometric shapes or their transformations.
Common Misspellings for EQUANGULAR
- wquangular
- squangular
- dquangular
- rquangular
- 4quangular
- 3quangular
- e1uangular
- e2uangular
- ewuangular
- eauangular
- eqyangular
- eqhangular
- eqjangular
- eq8angular
- eq7angular
- equzngular
- equsngular
- equwngular
- equqngular
Etymology of EQUANGULAR
The word equangular is derived from the combination of the Latin prefix equi- meaning equal or even, and the Latin word angulus meaning corner or angle. Therefore, equangular can be directly translated to mean having equal angles or characterized by equal angles.
Infographic
Add the infographic to your website:
