The area of a regular hexagon is 3√3a 2/2 square units, where a is the side length.The opposite sides of a regular hexagon are always parallel to each other.It is symmetrical as each of its side lengths is equal.It can be split into six equilateral triangles.A regular hexagon is also a convex hexagon since all its internal angles are less than 180°.The number of diagonals that can be drawn in a hexagon is 9.The sum of the exterior angles is equal to 360°.All the external angles are equal to 60° each in a regular hexagon.The sum of the internal angles is always equal to 720°.All the internal angles are equal to 120° each in a regular hexagon.All the side lengths are equal or unequal in measurement.It has six sides, six edges, and six vertices.Based on these facts, the important properties of a hexagon are as follows:

It may or may not have equal sides and angles. There is at least one vertex that points inwards.Ī hexagon is a flat two-dimensional six sided shape. Concave Hexagon: This is a hexagon in which at least one of the interior angles is greater than 180°.All the vertices of the convex hexagon are pointed outwards. Convex hexagons can be regular or irregular, which means they can have equal or unequal side lengths and angles. Convex Hexagon: This is a hexagon in which all the interior angles measure less than 180°.

But, the sum of all interior angles is the same, i.e., 720°. All the internal angles are not equal to 120°.

Irregular Hexagon: This is a hexagon that has sides and angles of different measurements.

The sum of the exterior angles is equal to 6 times 60°, which is equal to 360°. The sum of the interior angles of a regular hexagon is 6 times 120°, which is equal to 720°. All the internal angles of a regular hexagon are 120° each.

Regular Hexagon: This is a hexagon that has equal sides and angles.

Considering the sides and angles of a hexagon, the types of the hexagon are: Hexagons can be classified based on their side lengths and internal angles.

Perfect hexagon