1. Sum of Interior Angles and Exterior Angles
Objective: Students will recall polynomial and prove the interior and exterior angles.

2. Sum of Interior Angles of a Polygon
180(n-2) Where n is the number of sides Interior angles are the angles inside the Triangle If the polygon is regular you can find each interior angle 180(n-2)/n

3. Exterior Angles of a Polygon
The sum of the exterior angles of a polygon is always 360 Exterior angles are the angles outside a polygon, paired with one interior angle making linear pairs If the polygon is regular then you can find each interior angle 360/n

4. Know which equation to use when
The sum of the interior angles of a polygon is 720, how many sides does it have. 720 is a sum 180(n-2)=720 Solve equation for n

5. More
Each exterior angle of a regular polygon is 30, how many sides does it have. 30 is an exterior angle 360/n=30

6. More
If the sum of the interior angles of a regular polygon is 4000, what is the measure of each exterior angle. 2 steps Given sum and find exterior 180(n-2)=4000 Solve for n 360/n=each exterior

7. Homework
Wkst on these two topics cross out last problem on each page