Difference between revisions of "Tridecagon"

Line 1: Line 1:
 
A '''tridecagon''' is a polygon with 13 sides.
 
A '''tridecagon''' is a polygon with 13 sides.
It has an internal angle degree of ~152.308 degrees and a total of 6840 degrees. The area is <math>A={\frac{13}{4}} a^{2} \cot {\frac{\pi}{13}}</math> which is about <math>13.1858  a^2</math>. This cannot be constructed by using a compass and straightedge, but can be constructed using an angle trisector or neusis. The side length of a tridecagon is <math>r \cdot 2 \cdot /sin{\frac{\pi}{13}}</math>  
+
It has an internal angle degree of ~152.308 degrees and a total of 6840 degrees. The area is <math>A={\frac{13}{4}} a^{2} \cot {\frac{\pi}{13}}</math> which is about <math>13.1858  a^2</math>. This cannot be constructed by using a compass and straightedge, but can be constructed using an angle trisector or neusis. The side length of a tridecagon is <math>r \cdot 2 \cdot \sin{\frac{\pi}{13}}</math>  
 
==See Also==
 
==See Also==
 
* [[Polygon]]
 
* [[Polygon]]

Revision as of 17:44, 7 June 2024

A tridecagon is a polygon with 13 sides. It has an internal angle degree of ~152.308 degrees and a total of 6840 degrees. The area is $A={\frac{13}{4}} a^{2} \cot {\frac{\pi}{13}}$ which is about $13.1858  a^2$. This cannot be constructed by using a compass and straightedge, but can be constructed using an angle trisector or neusis. The side length of a tridecagon is $r \cdot 2 \cdot \sin{\frac{\pi}{13}}$

See Also

This article is a stub. Help us out by expanding it.