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Types of 
Polygons
1. Simple and complex polygons 
• A simple polygon has only one boundary 
and the sides do not cross each other, 
otherwise it is a complex polygon.
• Simple polygon 
• Complex polygon
2. Concave and convex polygons 
• A convex polygon has no internal angle 
more than 180º and if there are any 
internal angles greater than a straight 
angle, then it is a concave polygon.
• Concave polygon 
• Convex polygon
3. Regular and Irregular polygons 
• Regular polygon is one whose sides are all 
equal and whose interior angles are all 
congruent. Thus, a regular polygon is both 
equilateral and equiangular. If, otherwise, the 
polygon is said to be irregular polygon.
• Regular polygon
• Irregular polygon
• Irregular polygon
NAMES OF 
POLYGONS
• Polygons are named or classified 
according to their number of 
sides. A polygon with n sides is 
called n-gon.
n (sides) Polygon 
1 
2 Digon 
Henagon 
3 Triangle, trigon 
4 Quadrilateral, tetragon 
5 Pentagon 
6 Hexagon 
7 Heptagon 
8 
9 
Octagon 
Nonagon, enneagon 
10 Decagon
Sides Polygon 
11 Hendecagon 
12 Didecagon 
13 Tridecagon 
14 Tetradecagon 
15 Pentadecagon 
16 Hexadecagon 
17 Heptadecagon 
18 Octadecagon 
19 Enneadecagon 
20 Icosagon
• To construct a polygon’s name, combine the 
corresponding prefix and suffix. 
Example: 
Construct the name for 28 and 46 sided 
polygons. 
Sides Prefix 
20 
Icosa 
Sides Suffix 
8 Octagon 
Icosaoctagon
Sides Prefix Sides Suffix 
40 tetracon 6 hexagon 
Tetraconhexagon
Types of Polygons
Types of Polygons

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Types of Polygons

  • 2. 1. Simple and complex polygons • A simple polygon has only one boundary and the sides do not cross each other, otherwise it is a complex polygon.
  • 3. • Simple polygon • Complex polygon
  • 4. 2. Concave and convex polygons • A convex polygon has no internal angle more than 180º and if there are any internal angles greater than a straight angle, then it is a concave polygon.
  • 5. • Concave polygon • Convex polygon
  • 6. 3. Regular and Irregular polygons • Regular polygon is one whose sides are all equal and whose interior angles are all congruent. Thus, a regular polygon is both equilateral and equiangular. If, otherwise, the polygon is said to be irregular polygon.
  • 8.
  • 12. • Polygons are named or classified according to their number of sides. A polygon with n sides is called n-gon.
  • 13. n (sides) Polygon 1 2 Digon Henagon 3 Triangle, trigon 4 Quadrilateral, tetragon 5 Pentagon 6 Hexagon 7 Heptagon 8 9 Octagon Nonagon, enneagon 10 Decagon
  • 14. Sides Polygon 11 Hendecagon 12 Didecagon 13 Tridecagon 14 Tetradecagon 15 Pentadecagon 16 Hexadecagon 17 Heptadecagon 18 Octadecagon 19 Enneadecagon 20 Icosagon
  • 15. • To construct a polygon’s name, combine the corresponding prefix and suffix. Example: Construct the name for 28 and 46 sided polygons. Sides Prefix 20 Icosa Sides Suffix 8 Octagon Icosaoctagon
  • 16. Sides Prefix Sides Suffix 40 tetracon 6 hexagon Tetraconhexagon