Area of Irregular Shapes

Polygons with five or more sides and varying lengths are considered irregular shapes. To calculate the area, further shapes or figures can be broken down into triangles, squares, and quadrilaterals.

Irregular Shapes

Shapes classified as irregular don't have equal sides or angles. An irregular shape's area is the entire area that it occupies on a two-dimensional plane. An irregular shape's area can be calculated by dividing it into several regular shapes like triangles, squares, and rectangles. By adding the areas of those smaller shapes, we can then determine the total area.

It is more difficult to determine the area of irregular shapes than it is for polygons or regular shapes. The area of any irregular shape can be estimated using a variety of techniques, though. Here, you will discover two crucial techniques for calculating the area of given irregular shapes.

Area

The area of a shape can be defined as the amount of space it occupies in two dimensions. It is a way to count how many unit squares completely encircle the surface of a closed figure. The Latin origin of the word "area" is "a plain piece of empty land." Additionally, it refers to "a specific area contained within a set of boundaries. "The accepted unit of area is the square unit, which is frequently expressed as square inches, square feet, etc.

Polygon

A polygon is a geometric shape with a finite number of sides in two dimensions space. The sides of a polygon are made up of end-to-end straight-line segments. Thus, the line segments of a polygon are referred to as its sides or edges. The intersection of two line segments, where an angle is formed, is referred to as a vertex or corner. Any closed shape with a minimum of three sides is a polygon. A circle is a plane figure as well, but because it is curved and lacks sides and angles, it is not regarded as a polygon.

Area Of Irregular Shapes

The amount of space that an irregular shape occupies is its area. Shapes without equal sides or angles are referred to as irregular shapes. An irregular shape's area can be calculated by breaking it up into several familiar shapes, adding the areas of each, and then computing the total area.