REGULAR FIGURES Meaning and
Definition
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Regular figures, also known as regular polygons, are geometric shapes that possess certain characteristics and properties that make them distinct from other polygons. These figures are defined by having equal side lengths and equal interior angles. They are characterized by their symmetry and uniformity.
A regular figure can be observed in shapes such as squares, equilateral triangles, pentagons, hexagons, and octagons. Each side of these polygons is of equal length, and their interior angles measure the same throughout. The regularity of their shape allows for ideal symmetry, with all sides and angles arranged symmetrically around a central point.
A key property of regular figures is their ability to tessellate, or cover a surface without any gaps or overlaps. By fitting together perfectly, regular figures can create repetitive patterns without leaving any empty spaces. This property is particularly evident in regular polygons with more than four sides, such as hexagons, which can be found in honeycomb structures and many other natural and man-made arrangements.
Regular figures hold a significant role in various fields, including mathematics, architecture, and design. Their precise and harmonious form makes them aesthetically pleasing and is often utilized to achieve visual balance and symmetry. Moreover, their mathematical properties and symmetrical arrangements contribute to their applications in fields such as tiling, tessellation, and the study of symmetry groups.
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In geom., applied to bodies the sides and angles of which are equal.
Etymological and pronouncing dictionary of the English language. By Stormonth, James, Phelp, P. H. Published 1874.
Common Misspellings for REGULAR FIGURES
- eegular figures
- degular figures
- fegular figures
- tegular figures
- 5egular figures
- 4egular figures
- rwgular figures
- rsgular figures
- rdgular figures
- rrgular figures
- r4gular figures
- r3gular figures
- refular figures
- revular figures
- rebular figures
- rehular figures
- reyular figures
- retular figures
- regylar figures
- reghlar figures
Etymology of REGULAR FIGURES
The term "regular figures" does not have a distinct etymology because it is composed of two separate words with their own origin.
1. Regular: The word "regular" has its roots in the Latin word "regula" which means a rule or a pattern. It entered the English language through Old French and Middle English. It has been used since the 14th century to describe something following a prescribed rule, pattern, or arrangement.
2. Figures: The word "figure" comes from the Old French word "figure" and the Latin word "figura", both of which mean shape or form. It has been used in English since the 13th century to refer to various shapes, forms, or patterns.
When combined, "regular figures" refers to shapes or forms that adhere to a fixed set of rules or patterns.
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