The hexagon has 6 equal sides of 10.0000 cm each, giving a perimeter of 60.0000 cm.
Its area is 259.8076 cm^2. As n increases, the area-to-perimeter ratio grows: a circle encloses the most area for a given perimeter.
Each interior angle is 120.00 degrees. All interior angles of a regular polygon are equal; their sum is (n - 2) x 180 = 720 degrees.
All calculations above assume a regular polygon (all sides and angles equal). For irregular polygons, add all individual side lengths to find the perimeter.
Next stepTo find the perimeter of an irregular polygon, measure each side individually and sum them. This calculator handles the regular case automatically.