Questions & Answers for: sides polygon

...polygon with exactly 15 diagonals? For convex polygons there is a relation linking the number of sides to the number of diagonals. Here it is, with n=number of sides number of diagonals=n*(n-3)/2. ...

...perimeter of a polygon is the length of its sides. The area is the space enclosed by the polygon. The difference is similar to the difference between a fence around a yard and the space in the

sides in a polygon? What follows is true for CONVEX polygons. Let n be the number of sides of a convex polygon, and let n be greater than or equal to 4, then The number of diagonals is given by n*(n-3

names of all polygons Since there are an infinite number of polygons, I can't list all of their names. For the names of all polygons with up to 100 sides, see http://en.wikipedia.org/wiki/Polygon

what is the name of a nine sided polygon?????????????????????????????????????????????????????????????????????????????????? I have a homework sheet and it asks for the name of a nine sided polygon.....

polygon with no angles and four equal sides and the opposite sides are parallel? A square - but the "no angles" is the clincher. Unless (4) 90 degree angles aren't considered angles. Polygon Wikipedia

sides. A polygon is a 2-dimensional example of the more general polytope in any number of dimensions. The word "polygon" derives from the Greek ????? (pol?s) "much", "many" and ????? (g?n?a) "corner",

...- 176n = 360 4n = 360 Dividing both sides by 4, n = 90 Thus, you need a regular polygon of 90 sides to get an internal angle of 176 degrees. Hopefully you don't have to construct it. Good luck, ...

...- 176n = 360 4n = 360 Dividing both sides by 4, n = 90 Thus, you need a regular polygon of 90 sides to get an internal angle of 176 degrees. Hopefully you don't have to construct it. Good luck, ...

...- 176n = 360 4n = 360 Dividing both sides by 4, n = 90 Thus, you need a regular polygon of 90 sides to get an internal angle of 176 degrees. Hopefully you don't have to construct it. Good luck, ...