Hexagonal Prism Volume
Find the volume of a regular hexagonal prism from its base edge and height. Base area, surface area and lateral area are computed too.
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Input
Enter the base hexagon edge and the prism height to compute the volume of a regular hexagonal prism.
Result
Volume
415.692194
Base area
41.569219
Surface area
323.138439
Lateral area
240
Length uses your input unit, area uses it squared and volume uses it cubed.
How it works
- With base edge a and height h, the base area is B equals 3√3 over 2 times a squared.
- The volume is V equals B times h, which is 3√3 over 2 times a squared times h.
- The lateral area is the six rectangular sides, 6 times a times h, and the surface area adds the two bases, 2 times B plus 6 times a times h.
- Length uses the same unit as your input, areas use that unit squared and volume uses it cubed. For example edge and height in cm give a volume in cm³.
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