sum of exterior angles in any polygon (please include what variables stand for)
e = 360°
100
what is the sum of the interior angles in a polygon
720°
200
a 8 sided figure
octagon
200
Measure of each exterior angle of a regular polygon (please include what variables stand for)
e = 360/n
n = number of sides
200
When a hexagon is split up, what kind of triangles does it create and how many
6 equilateral/equiangular triangles
300
10 sided figure
decagon
300
measure of each interior angle of a regular polygon (please include what variables stand for)
i = 180 - 360/n
n = number of sides
300
In a triangle, 1 angle is 35° and the 2nd angle is 73°, find the measure of the other angle
72°
400
6 sided figure
hexagon
400
sum of the interior angles of any polygon (please include what variables stand for)
Si = 180(n - 2)
n = number of sides
400
What is the other name for a Heptagon?
Septagon
500
a 15 sided figure
pentadecagon
500
number of diagonals of any polygon
d = n(n - 3)/2
n = number of sides
500
Draw hexagon polygon on a sheet of paper, draw diagonals from 1 vertex, show you work by using the equation and tell me how many triangles can fit in that shape