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Define regular polygon?
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Define regular polygon?
Definition of Regular Polygon
A regular polygon is a geometric figure that is both equiangular and equidistant from a common center point. This means that all its sides are of equal length, and all its interior angles are equal.
Key Characteristics of Regular Polygons
  • Equal Sides: All sides of a regular polygon are of the same length.
  • Equal Angles: All internal angles are equal in measure.
  • Symmetry: Regular polygons exhibit symmetry, meaning they can be divided into identical parts.
  • Center: They have a center point from which all vertices are equidistant.


Types of Regular Polygons
  • Triangle (Equilateral): 3 equal sides and angles of 60 degrees each.
  • Quadrilateral (Square): 4 equal sides and angles of 90 degrees each.
  • Pentagon: 5 equal sides and angles of 108 degrees each.
  • Hexagon: 6 equal sides and angles of 120 degrees each.
  • Heptagon: 7 equal sides and angles of approximately 128.57 degrees each.


Importance of Regular Polygons
Regular polygons play a crucial role in various fields such as:
  • Architecture: Used in design and structural stability.
  • Art: Found in patterns and designs.
  • Mathematics: Fundamental in the study of geometry and symmetry.


Understanding regular polygons enhances spatial reasoning and can lead to practical applications in everyday life.
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Define regular polygon?
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