What is Volume of Square Pyramid?

Volume of any solid is the total space occupied by all the faces of the solid. We know that a square pyramid has five faces one square face and four triangular faces, and the volume of a square pyramid is the total volume of material enclosed inside all these faces. We can easily get the volume of the square pyramid by easily taking the product of the area of the square base and the height of the pyramid and then dividing the result by 3. Thus, we define the volume of the square pyramid as,

Volume = (1/3) × (Base Area) × (Height)

The volume of a square pyramid is measured in cubic units and the generally used units are m³, cm³, etc.

What is a Square Pyramid?

We define the square pyramid as a 3-D object which has a square base and five triangular faces these faces are attached to each of the square base sides and then the faces are closed in such a manner that the top point of all the bases meets at the point on the top of the pyramid called the vertex of the square pyramid. A square pyramid has three parts that are,

• Apex of the Pyramid is the top point of the square pyramid.
• A Square Base
• Four Triangular Faces

The various examples of square pyramids are the Great Pyramid of Giza, decorative items, perfume or wine bottles, etc.

Volume is nothing but the space occupied by the object in 3-D and the volume of a square pyramid is the space occupied by the five faces of the square pyramid. A square pyramid is a three-dimensional geometric formed with a square base and four triangular side faces connected such that they all meet at the apex of the square pyramid.

Volume of the square pyramid is the volume of space enclosed inside all its five faces. Now let’s learn about the square pyramid, its volume, examples, and others in this article.