Types of Polygons
Depending on the sides and angles, the Polygons can be classified into different types on different basis such as:
- On the Basis of Sides
- On Basis of Angles
- On Basis of Boundary
Polygon – Shape, Formula, Types, and Examples
Polygon in Maths is a two-dimensional shape made up of straight lines that form a closed polygonal chain. The word “polygon” comes from the words “poly” and “gon”, which mean “many” and “sides”.
Polygons can be simple or self-intersecting. A simple polygon does not intersect itself, except at the shared endpoints of consecutive segments. A polygonal chain that crosses over itself creates a self-intersecting polygon. Polygons can also be classified as concave or convex.
In this article, we have mentioned in detail about Polygons and their types, formulas, and examples.
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Important Facts about Polygons |
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Sum of Interior Angles of Polygon |
(n–2) × 180° |
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Number of Diagonals in Polygon |
n(n–3)/2 |
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Interior Angle of Regular Polygon |
{(n–2) × 180°}/n |
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Exterior Angle of Regular polygon |
360°/n |
Table of Content
- What are Polygons?
- Polygon Definition
- Polygon Chart based on Number of Sides
- Properties of Polygons
- Polygon Shapes
- Types of Polygons
- Polygons on the Basis of Sides
- Polygons On Basis of Angles
- Polygons On Basis of Boundaries
- Polygon Formulas
- Area of Polygons
- Perimeter of Polygons
- Angles in Polygons
- FAQs
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