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How to calculate the area of ​​a polygon?
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Polygon typology
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Sum of angles
Equivalent polygons (combinatorial)
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See as well
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Polygon

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For homonymous articles, see Polygon (disambiguation) .

A polygon α , in Euclidean geometry , is a plane geometric figure formed of a closed broken line (also called polygonal line ), that is to say of a cyclic series of consecutive segments .

Polygon Area and Perimeter calculator are called edges or sides and the ends of the sides are called vertices or corners of the polygon.

A polygon is said to be crossed if at least two nonconsecutive sides intersect, and simple if the intersection of two sides is empty or reduced to a vertex for two consecutive sides. The sum of the angles of a simple polygon ( convex or not) depends only on its number of vertices.

In the case of simple polygons , the polygon and its interior are often confused by calling the surface bounded by the closed polygonal line 1 a polygon .

The notion of polygon is generalized:

on a surface , by figures whose sides are orthodromy segments (line of shortest path), for example on the sphere by spherical polygons (whose sides are great circle arcs );
in dimension 3 by the polyhedrons and in any dimension by the polytopes .

Website: https://www.freeonlinecalc.com/polygon-area-perimeter-calculator-with-points.html
     
 
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