Volume of a Square Pyramid Formula
The space contained between the five faces of a square pyramid is referred to as its volume. Knowing the base area and height of a square pyramid is all that is required to calculate its volume. The volume of a square pyramid is equal to one-third of the product of the base’s area and the pyramid’s height.
Formula
V = (1/3) × a2 × h
where,
a is the length of the square base,
h is the height (or altitude).
Check: Equilateral Triangle
Volume of a Square Pyramid Formula
A pyramid is a three-dimensional polyhedron with a polygonal base and three or more triangle-shaped faces that meet above the base. The faces are the triangle sides, while the apex is the point above the base. The base is connected to the peak to form a pyramid. When the pyramid’s base is in the shape of a square, the pyramid is called a square pyramid. One square base and three triangular faces make up a square pyramid. It contains 8 edges, 5 vertices, and 4 faces, in other words.