Hexagon
n = 6·R = 1.0000 m
Interior angle
120°
Side length
1.0000 m
Area
2.598 m²
Elemental triangle
Two radii and the side opposite the centre. The polygon is n of these.
Central angle
60°
360° / 6
Base angles
60°
(180° − central) / 2
Opposite side
1.0000 m
Side length · 2 R sin(π/6)
R, R, 1.0000 m·60° · 60° · 60°·Slice area 0.433 m²
Full polygon
Hexagon·n = 6
Interior angle
120°
((n−2)/n) × 180°
Exterior angle
60°
360° / n
Side length
1.0000 m
× 6
Apothem
0.8660 m
R cos(π/n)
Perimeter
6.0000 m
Area
2.598 m²
(n/2) R² sin(2π/n)
Even-sided: opposite sides are parallel and equal.
All unique lengths
Opposite vertices 2.0000 m·Width (opposite sides) 1.7321 m