Icosikaitetragon
A icosikaitetragon or icositetragon is a shape with 24 sides and 24 corners.
Regular icosikaitetragon[change]
All sides of a regular icosikaitetragon are the same length. Each corner is 165°. All corners added together equal 3960°.
Area[change]
The amount of space a regular icosikaitetragon takes up is
The area of a regular icosikaitetragon of side length a is given by
- <math>A = 6a^2 \cot \frac{\pi}{24} = 6a^2 ( 2+\sqrt{2}+\sqrt{3}+\sqrt{6}) \simeq 45.5745 a^2.</math>
