ADVERTISEMENT

**Adblocker Detected**

We always struggled to serve you with the best online calculations, thus, there's a humble request to either disable the AD blocker or go with premium plans to use the AD-Free version for calculators.

Disable your Adblocker and refresh your web page 😊

ADVERTISEMENT

**Table of Content**

The volume of triangular pyramid calculator is efficient way to find the volume of the triangular pyramid. It can be fun to find the volume of the pyramid in fraction of seconds if you are using the online calculator.

You may find difficulty when dealing with the complex values of the base area and the height of the pyramid

**“The volume of a triangular pyramid is the space which a pyramid occupies”**.

There can be various types and the shape of the pyramids,we usually identify a pyramid by its base. The base of the pyramid can be square, triangular, tetrahedral, and so on.

The triangular pyramid volume formula is given below:

**volume of the triangular pyramid=****1/3 (Area *Height) **

Where:

Area=The area of the triangular base of the pyramid

H= Height of the pyramid

We know that the area of the triangle can be measured by the given formula.The triangular pyramid volume formula is given below:

**Area of triangle =½(base*Height)**

The volume of pyramid with triangular base is simple, if you know the area of the base of the pyramid. Then you simply need to multiply the area with the height of the pyramid.

The height of a pyramid can be determined by the volume of the pyramid. The formula for the volume of a pyramid with a triangular base actually contains the value of the height of pyramid.

**The formula for the volume of the pyramid is: **

**V=⅓(base Area*height)**

**So we can find the height by the given formula**

**height=3V/base Area**

**Consider the base area of pyramid is 3m2, and its height is 1m.Then the following calculation in other units are given below:**

Volume | 1000000000 cubic millimeters (mm3) |

Volume | 1000 cubic decimeters (dm3) |

Volume | 1 cubic meters (m3) |

Volume | 1.0E-9 cubic kilometers (km3) |

Volume | 61024 cubic inches (in3) |

Volume | 35.315 cubic feet (ft3) |

Volume | 1.30795 cubic yards (yd3) |

A triangular-based pyramid is also known as a tetrahedron. It has four faces that are all triangles. This is the net of a regular tetrahedron. All sides are equilateral triangles.The sides are equal to each other in length.

The area of the triangular base of the pyramid is 40 m^2, and the height is 35 m. Then what is the volume of pyramid with triangular base?

Solution:

The triangular pyramid volume formula is given below:

**Volume of the triangular pyramid=****1/3 (Area *Height)**

**Volume of the triangular pyramid=****1/3 (40 *35)**

**Volume of the triangular pyramid=****466.66 m3**

The volume of a triangular pyramid solver require following input values to generate precise results:

**Input:**

- Enter the base area
- Enter the height of pyramid
- Hit the calculate button to find pyramid values

**Output:**

Volume of a pyramid with a triangular base calculator shows following result:

- Volume of the pyramid

* *

A regular triangle is a pyramid having a triangular base,when we are finding the volume of the triangle we simply multiply the area with the height of the triangle. Triangular pyramid volume calculator simply finds the answer in a matter of seconds.

The net of the triangle includes 4 triangles, including the base and all the three sides of the pyramids.The volume of triangular pyramid calculator is readily able to find the volume in a matter of seconds.

Multiply the area with the height of the pyramid and then divide it by 3When you are using the triangular pyramid volume formula,⅓(Ah),then you can find the volume without inserting the width. The volume of triangular pyramid calculator is efficient to find the pyramid volume.

The slant height of a shape like a pyramid is the distance measured from base to top along the lateral side. Volume of the pyramid with a triangular base can find the slant height by a simple click.

The volume of the great pyramid of the Gizza is equal to 86,700,000 cubic feet.The volume of triangular pyramid calculator is efficient to find the pyramid volume

A pyramid having the equilateral triangles at its sides is called the tetrahedron.You can find the volume of the tetrahedron by the volume of triangular pyramid calculator

The volume of a pyramid with a triangular base is difficult to find when we are dealing with a pyramid of huge height and base. You can find the volume of a triangular pyramid by triangular pyramid calculator. This makes the task of finding the dimension of the pyramid easy and fast for builders.

From the source of Wikipedia:Pyramid (geometry),Right pyramids with a regular base

From the source of mathsisfun.com:Triangular Pyramid,Surface Area