Irregular Polygons Definition
A polygon is said to be an irregular polygon when all the sides and angles of the polygon are unequal. In other words, the polygon with all its sides and angles of different measures is called an irregular polygon. All the polygons with unequal sides and angles come under irregular polygons. Some irregular polygon examples are right triangle, isosceles triangle, scalene triangle, rectangle, irregular pentagon, irregular hexagon etc.
Properties of Irregular Polygons
Some of the properties of irregular polygons are:
- The sides of the irregular polygons are unequal.
- The angles of the irregular polygons are unequal.
- Some examples of irregular polygons include rectangles, parallelograms, trapezium, right triangles, obtuse triangles and many other polygons whose sides and angles are not equal.
Irregular Polygon
Irregular Polygons are polygons that don’t have all their sides equal. All the angles are not of equal measure in irregular polygons. Some examples of irregular polygons include the right triangle, isosceles triangle, scalene triangle, rectangle and many more.
In this article, we will explore irregular polygons, properties of irregular polygons, types of irregular polygons and irregular polygon formulas. We will also discuss the difference between regular and irregular polygons and solve some examples related to irregular polygons. Let’s start our learning on the topic “Irregular Polygons “.
Table of Content
- Definition of Irregular Polygons
- Properties of Irregular Polygons
- Types of Irregular Polygons
- Difference Between Irregular and Regular Polygons
- Irregular Polygons Formulas
- Examples on Irregular Polygons
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