Sum of interior angles
= 180( n-2)
Sum of exterior angles
Se = 360°
Sum of central angle
Sc = 360°
Of diagonals
D= [n ( n-3)] / 2
Where n= # of sides
Interior θ of a regular polygon
Si / n
Where n= # of sides
Exterior θ of a regular polygon
θe = Se/n
Central θ of a regular polygon
= Sc/n
Area of a polygon formula
= 1/4 ns^2 cot θc/2
Where:
n = # of sides
S = length of sides