Regular Polygon Circumradius from Side and Count Reference Values
Calculate circumradius of a regular polygon from side length and number of sides.
Table of Contents
Reference Value Index
This page lists 48 reference values for quick browsing and lookup.
All Reference Values
- 1 units Side Length; 3 Number of Sides Number of Sides = 0.57735 units
- 1 units Side Length; 4 Number of Sides Number of Sides = 0.707107 units
- 1 units Side Length; 5 Number of Sides Number of Sides = 0.850651 units
- 1 units Side Length; 6 Number of Sides Number of Sides = 1 units
- 1 units Side Length; 8 Number of Sides Number of Sides = 1.306563 units
- 1 units Side Length; 10 Number of Sides Number of Sides = 1.618034 units
- 1 units Side Length; 12 Number of Sides Number of Sides = 1.931852 units
- 1 units Side Length; 20 Number of Sides Number of Sides = 3.196227 units
- 2 units Side Length; 3 Number of Sides Number of Sides = 1.154701 units
- 2 units Side Length; 4 Number of Sides Number of Sides = 1.414214 units
- 2 units Side Length; 5 Number of Sides Number of Sides = 1.701302 units
- 2 units Side Length; 6 Number of Sides Number of Sides = 2 units
- 2 units Side Length; 8 Number of Sides Number of Sides = 2.613126 units
- 2 units Side Length; 10 Number of Sides Number of Sides = 3.236068 units
- 2 units Side Length; 12 Number of Sides Number of Sides = 3.863703 units
- 2 units Side Length; 20 Number of Sides Number of Sides = 6.392453 units
- 5 units Side Length; 3 Number of Sides Number of Sides = 2.886751 units
- 5 units Side Length; 4 Number of Sides Number of Sides = 3.535534 units
- 5 units Side Length; 5 Number of Sides Number of Sides = 4.253254 units
- 5 units Side Length; 6 Number of Sides Number of Sides = 5 units
- 5 units Side Length; 8 Number of Sides Number of Sides = 6.532815 units
- 5 units Side Length; 10 Number of Sides Number of Sides = 8.09017 units
- 5 units Side Length; 12 Number of Sides Number of Sides = 9.659258 units
- 5 units Side Length; 20 Number of Sides Number of Sides = 15.981133 units
- 10 units Side Length; 3 Number of Sides Number of Sides = 5.773503 units
- 10 units Side Length; 4 Number of Sides Number of Sides = 7.071068 units
- 10 units Side Length; 5 Number of Sides Number of Sides = 8.506508 units
- 10 units Side Length; 6 Number of Sides Number of Sides = 10 units
- 10 units Side Length; 8 Number of Sides Number of Sides = 13.06563 units
- 10 units Side Length; 10 Number of Sides Number of Sides = 16.18034 units
- 10 units Side Length; 12 Number of Sides Number of Sides = 19.318517 units
- 10 units Side Length; 20 Number of Sides Number of Sides = 31.962266 units
- 20 units Side Length; 3 Number of Sides Number of Sides = 11.547005 units
- 20 units Side Length; 4 Number of Sides Number of Sides = 14.142136 units
- 20 units Side Length; 5 Number of Sides Number of Sides = 17.013016 units
- 20 units Side Length; 6 Number of Sides Number of Sides = 20 units
- 20 units Side Length; 8 Number of Sides Number of Sides = 26.131259 units
- 20 units Side Length; 10 Number of Sides Number of Sides = 32.36068 units
- 20 units Side Length; 12 Number of Sides Number of Sides = 38.637033 units
- 20 units Side Length; 20 Number of Sides Number of Sides = 63.924532 units
- 50 units Side Length; 3 Number of Sides Number of Sides = 28.867513 units
- 50 units Side Length; 4 Number of Sides Number of Sides = 35.355339 units
- 50 units Side Length; 5 Number of Sides Number of Sides = 42.53254 units
- 50 units Side Length; 6 Number of Sides Number of Sides = 50 units
- 50 units Side Length; 8 Number of Sides Number of Sides = 65.328148 units
- 50 units Side Length; 10 Number of Sides Number of Sides = 80.901699 units
- 50 units Side Length; 12 Number of Sides Number of Sides = 96.592583 units
- 50 units Side Length; 20 Number of Sides Number of Sides = 159.811331 units
Reference Table
Frequently Asked Questions
Frequently asked questions for Regular Polygon Circumradius from Side and Count and its reference values.
What does the Regular Polygon Circumradius from Side and Count calculator do?
It helps with finding radius of the circumscribed circle around a regular polygon.
What formula does the Regular Polygon Circumradius from Side and Count calculator use?
Circumradius = side / [2 sin(π/n)].
What inputs are valid?
Side length must be non-negative and number of sides must be an integer >= 3.
When would I use this?
finding radius of the circumscribed circle around a regular polygon
Methodology and Review
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