Triangular Prism Calculator

Your details

Choose how you will describe the triangular face. All five modes produce the same volume and surface area outputs.
Length of the base edge of the triangular face.
m
Perpendicular height of the triangular face from base to apex.
m
The length (depth) of the prism, perpendicular to the triangular face.
m
Volume
60m³

Total enclosed volume of the prism

Total surface area127.44m²
Lateral surface area115.44m²
Base (triangle) area6m²
Triangle perimeter11.544m
Base area (x2)6
Lateral surface115.44

Volume: 60.0000 m^3 | Surface area: 127.4400 m^2

  • The volume is 60.0000 m^3: the prism holds that much space inside.
  • Total surface area is 127.4400 m^2 (the amount of material needed to wrap all five faces).
  • The three rectangular sides account for 90.6% of the surface area; the two triangular bases make up the remaining 9.4%.
  • Defined using base and height for the triangular cross-section.

Next stepTo find the weight of a solid prism, multiply the volume by the density of the material (e.g., water is 1000 kg/m^3, concrete is about 2400 kg/m^3).

 = Powered by OnlyCalculators