

Angles of Polygons
Presentation
•
Mathematics
•
9th - 10th Grade
•
Easy
Standards-aligned
Derek Mclaughlin
Used 382+ times
FREE Resource
6 Slides • 8 Questions
1
Angles of Polygons
Interior Angle Sum

2
Names of Polygons
A 3-sided polygon is called a TRIANGLE
A 4-sided polygon is called a QUADRILATERAL
A 5-sided polygon is called a PENTAGON
A 6-sided polygon is called a HEXAGON
A 8-sided polygon is called a OCTAGON
A 9-sided polygon is called a NONAGON
A 10-sided polygon is called a DECAGON
3
Multiple Choice
How many sides does a hexagon have?
4
5
8
6
4
Multiple Choice
How many sides does a pentagon have?
4
5
8
6
5
Multiple Choice
How many sides does a nonagon have?
9
5
8
6
6
Finding the Interior Angle Sum
To find the interior angle sum of a polygon, we follow two easy steps.
First, take the number of sides and subtract two. In our formula this will appear as (n−2) with n being the number of sides.
Second, multiply by 180.
Interior Sum = 180(n−2)
7
Find the Interior Angle Sum of a Pentagon
8
Multiple Choice
Find the Interior Angle Sum of a Hexagon
360
720
1080
1260
9
Multiple Choice
Find the Interior Angle Sum of an Octagon
360
720
1080
1260
10
Find the Measure of One Interior Angle
If we want to find the measure of ONE angle in a shape instead of the sum, we use this formula: SidesSum
First find the sum of the interior angles, then divide by the number of sides.
11
Find the Measure of an Interior Angle in a Regular Pentagon
12
Multiple Choice
Find the measure of an interior angle in a regular triangle.
60
120
135
90
13
Multiple Choice
Find the measure of an interior angle in a regular hexagon.
60
120
135
90
14
Multiple Choice
Find the measure of an interior angle in a regular octagon.
60
120
135
90
Angles of Polygons
Interior Angle Sum

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