Regular Polygon Interior Angle from Sides
Calculate the interior angle of a regular polygon from the number of sides.
Table of Contents
20 Number of Sides =
162 deg
Representative value from the Regular Polygon Interior Angle from Sides reference table.
Reference Values
Browse 20 reference values with individual detail pages for quick lookup.
Regular Polygon Interior Angle from Sides
Calculate the interior angle of a regular polygon from the number of sides.
Calculated Result
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Reference Table
Use this complete table for quick lookup and internal linking to specific value pages.
| Number of Sides | Interior Angle |
|---|---|
| 3 Number of Sides | 60 deg |
| 4 Number of Sides | 90 deg |
| 5 Number of Sides | 108 deg |
| 6 Number of Sides | 120 deg |
| 7 Number of Sides | 128.571429 deg |
| 8 Number of Sides | 135 deg |
| 9 Number of Sides | 140 deg |
| 10 Number of Sides | 144 deg |
| 12 Number of Sides | 150 deg |
| 15 Number of Sides | 156 deg |
| 20 Number of Sides | 162 deg |
| 24 Number of Sides | 165 deg |
| 30 Number of Sides | 168 deg |
| 40 Number of Sides | 171 deg |
| 50 Number of Sides | 172.8 deg |
| 60 Number of Sides | 174 deg |
| 100 Number of Sides | 176.4 deg |
| 180 Number of Sides | 178 deg |
| 360 Number of Sides | 179 deg |
| 720 Number of Sides | 179.5 deg |
Frequently Asked Questions
Common questions about Regular Polygon Interior Angle from Sides, formulas, and typical use cases.
What does the Regular Polygon Interior Angle from Sides calculator do?
It helps with finding interior angles for regular polygon geometry and drafting.
What formula does the Regular Polygon Interior Angle from Sides calculator use?
Regular polygon interior angle = ((n - 2) × 180) / n.
What inputs are valid?
The number of sides must be an integer greater than or equal to 3.
When would I use this?
finding interior angles for regular polygon geometry and drafting
Methodology and Review
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