# Area of Regular Hexagon with Side 1

Hexagon is a geometric shape with six straight sides and six angles. It is a 6 sided polygon. Hexagon is the word originated from Greek. The total of the six internal angles of any hexagon is 720°. We can find the area of a regular hexagon by splitting it into 6 equilateral triangles. The area of the hexagon can be calculated using the following formula (3√3 * s2) / 2).

Constant Name

Area of The Regular Hexagon With Side Equal to 1

Symbol : A6

Value : 2.59807 62113 53315 94029

Hexagon is a geometric shape with six straight sides and six angles. It is a 6 sided polygon. Hexagon is the word originated from Greek. The total of the six internal angles of any hexagon is 720°. We can find the area of a regular hexagon by splitting it into 6 equilateral triangles. The area of the hexagon can be calculated using the following formula (3√3 * s2) / 2).

A regular hexagon is convex meaning that the points of the hexagon all point outward and the angles of a regular hexagon are congruent and measure 120 degrees. The area of the regular hexagon with side equal to 1 is a constant with the value of 2.59807 62113 53315 94029.

A regular hexagon is convex meaning that the points of the hexagon all point outward and the angles of a regular hexagon are congruent and measure 120 degrees. The area of the regular hexagon with side equal to 1 is a constant with the value of 2.59807 62113 53315 94029.