**Introduction about regular polygon:**

The statement polygon is consequent from the greek word. The statement poly referred as many. In exactly a polygon is predictably a plane figure that is enclosed by a bunged path collected works of a fixed succession of straight line partition .These partitions are called as edges or called as sides , and two edges are assemble at the points arethe polygon's vertices or called as corners. The inner of the polygon is infrequently called its body. A polygon is an instance for 2-dimensional common polytope in a number of dimensions.

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## Regular polygon:

A regular polygon is named as a polygon which the angles are identicalin measure and each sides have the similar length. The Regular polygons can be either convex or star.

**Properties of regular polygon:**

- For n- sided polygon the rotational symmetry order is n.
- In regular polygon all its vertices are is positioned on the common circle.
- It has an incircle when the property of two similar lengths is together with its sides.

**Names of Regular polygon:**

- Triangle
- Quadrilateral
- Pentagon
- Hexagon
- Heptagon
- Octagon
- Nonagon.

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## Regular polygon names and its Definition:

**Triangle:**

Atriangle is one of the fundamental form of geometry. A polygon among three curves or vertices and three faces or edges which are line fragments.

**Quadrilateral:**

Aquadrilateral, occasionally called as a tetragon or quadrangle. It is afour-face polygon every four polygon vertices are normally in use to bepositioned in a plane.

**Pentagon:**

everyfive-sided polygon is named as Pentagon. A pentagon can be plain or self-traverse. The interior angles in a plain pentagon total are 540 degree.

**Hexagon:**

six edges with six vertices polygon is named as Hexagon. The sum of the interior angles of some hexagon is 720 degrees.

**Heptagon:**

Aseven-sided polygon is named as heptagon. A regular heptagon, the everyside and every angle are identical; the faces get together at an angle of 5π/7 radians.