A "n-gon" has n sides.n-gon is a generic term to mean a polygon with 'n' sides where the 'n' is any whole number greater than 3.Examples:a 3-gon is a polygon with 3 sides, normally called a triangle;a 6-gon is a polygon with 6 sides, normally called a hexagon;a n-gon is a polygon with n sides.
it will depend on the size of the polygon or, what polygon it is.
An n-gon is simply a polygon with n sides.
There are 48 triangles in a 50-gon polygon
A 9-gon is a polygon with nine sides and nine angles
it means angle
A "n-gon" has n sides.n-gon is a generic term to mean a polygon with 'n' sides where the 'n' is any whole number greater than 3.Examples:a 3-gon is a polygon with 3 sides, normally called a triangle;a 6-gon is a polygon with 6 sides, normally called a hexagon;a n-gon is a polygon with n sides.
it will depend on the size of the polygon or, what polygon it is.
An n-gon is simply a polygon with n sides.
If you mean five sided, it is a pentagon. Otherwise, I don't know what you mean.
A polygon with an unknown number of sides is called an "indeterminate polygon." This term is used when the exact number of sides of the polygon is either unspecified or cannot be determined based on the information provided. In mathematics, it is important to define the characteristics of a polygon clearly, including the number of sides, angles, and vertices, to accurately analyze and classify geometric shapes.
The name for a 20-gon is an Icosagon.
You can name any polygon as ( )-gon, so in this case, it would be 90-gon.
17-gon - After the dodecagon (12 sided polygon), there is usually just n-gon, where n is the number of sides the polygon has.
17-gon - After the dodecagon (12 sided polygon), there is usually just n-gon, where n is the number of sides the polygon has.
The term n-gon, where n is the number of the polygon's sides, also it could be used to name a polygon. For example, a polygon with 15 sides is a 15- gon.
There is no limit on how big a name for a polygon is. Typically after Dodecagon (12 sides) the polygons are referred to as an n-gon, where n is referring to the number of sides on the polygon. A Myrigon is a 10,000-gon , a Megagon is a 1,000,000-gon, a Googolgon is a 1 * 10^100-gon