![]() ![]() Perimeter of a triangle = a + b + c, where, a, b, and c are the length of its sides.The perimeter formula of some known polygons is given as follows: We can categorize a polygon as a regular or irregular polygon based on the length of its sides. ![]() Both depend directly on the length of the sides of the shape and not directly on the interior angles or the exterior angles of the polygon. There is one similarity between the area and perimeter of a polygon. The perimeter is expressed in linear units like meters, centimeters, inches, feet, etc. The area of polygons is expressed in square units like meters 2, centimeters 2, inches 2, feet 2, etc. The basic formula used to find the perimeter of a polygon is, Perimeter = sum of all sides. For example, the area of a square = a 2, where 'a' is its side length the area of a rectangle = length × width, The area of polygons is calculated using different formulas depending on the type of polygon. The perimeter of a polygon is defined as the total length of its boundary. The space enclosed by any polygon is known as its area. The following table shows the difference between the area and perimeter of polygons. The area and perimeter of polygons can be calculated if the lengths of the sides of the polygon are known. Difference Between Area and Perimeter of Polygon ![]()
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