The equivalent equation that can express the area of a polygon in terms of the perimeter is given by A = P/2
<h3>What is Polygon: </h3>
A closed, two-dimensional object composed of straight lines is called a polygon. Typically names of polygons are based on the polygon's number of sides Like triangles, rectangles, pentagons, etc.
<h3>Apothem of a polygon: </h3>
a line segment connecting the midpoint of a side to the center of a regular polygon is known as the Apothem of a polygon.
The area of a polygon with Apothem is given by
<h3> Area = 1/2 × perimeter × apothem </h3>
Here given that
Number of sides of Polygon = 5 sides
Let P be the perimeter
Given the length of the Apothem = a
By the given formula,
Area of the Polygon, A = (1/2) [P][a]
=> A = P/2
Therefore,
The equivalent equation that can express the area of a polygon in terms of the perimeter is given by A = P/2
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the length and 
the width. By the ratio of the sides:
. Then: