If the bases of the prism are regular, the symmetry of the figure allows to define additional elements typical of the regular hexagon with side to. – Vertex: common point between a base and two lateral faces.

Matches the length of the edge in the case of the right prism. – Height: is the distance between the two faces of the prism. – Edge: is the segment that joins two bases or two sides of the prism. However, the faces of the hexagonal prism can be irregular hexagons. In both figures, the hexagons of the bases are regular, that is, their sides and internal angles are equal. In the figure below two hexagonal prisms are shown, the one on the left has rectangular lateral faces and is a straight hexagonal prism, while the one on the right, tilted, has parallelogram-shaped faces and is a oblique hexagonal prism. From them, areas and volumes can be calculated. The elements of a hexagonal prism are the base, face, edge, height, vertex, radius, and apothem. It can be found in nature, in the crystal structure of minerals such as beryllium, graphite, zinc and lithium, for example. Irregular and straight hexagonal prism areaĪ hexagonal prism It is a three-dimensional body composed of two bases shaped like a hexagon and sides shaped like a rectangle or parallelogram.Regular and straight hexagonal prism area.How Many Faces, Edges, Vertices Does A Hexagonal Prism Have? Content

Base of hexagonal prism