Sesquinonagintagonal

Sesquinonagintagonal refers to a polygon with ninety-five sides. The term is derived from Latin: "sesqui" meaning "one and a half," "nonaginta" meaning "ninety," and "gonal" meaning "angled." Therefore, sesquinonagintagonal literally translates to "one and a half ninety-angled," or ninety-five-angled.

A sesquinonagintagon is a geometric shape characterized by its 95 vertices and 95 edges. Like any polygon, its sides are straight line segments that connect to form a closed shape. A regular sesquinonagintagon would have all its sides equal in length and all its interior angles equal. The sum of the interior angles of any polygon can be calculated using the formula (n-2) * 180 degrees, where 'n' is the number of sides. For a sesquinonagintagon, this sum would be (95-2) * 180 = 93 * 180 = 16740 degrees. In a regular sesquinonagintagon, each interior angle would measure 16740 / 95 = 176.21 degrees. The exterior angles of any polygon sum to 360 degrees. For a regular sesquinonagintagon, each exterior angle would measure 360 / 95 = 3.79 degrees. Due to the large number of sides, a regular sesquinonagintagon would appear visually very close to a circle.