Do you want to know how many vertices a square-based pyramid has? A vertex is known as a corner, and a square-based pyramid has five of them. In this article, we will explain the structure of a square-based pyramid and how many vertices it has.

## How Many Vertices?

A square-based pyramid has five vertices, also known as corners. The five vertices form the four triangular faces and the square base of the pyramid. Each vertex is the intersection of three edges.

## Square-Based Pyramids Explained

A square-based pyramid is a three-dimensional shape with a square base and four triangular faces. It has four sides that come together at the apex, which is the vertex located at the top of the pyramid. The four sides of the pyramid can be of different lengths, and they all meet at the same point at the apex. Each side of the pyramid is made up of two edges that meet at the vertex.

The square base of the pyramid is made up of four edges that meet at the four vertices. The vertices of the square pyramid are the points where the four edges of the base and the four edges of the sides meet.

The square-based pyramid is a polyhedron, which is a three-dimensional shape with flat faces and straight edges. It has five faces, four of which are triangles and one is a square.

In conclusion, a square-based pyramid has five vertices, or corners. The five vertices form the four triangular faces and the square base of the pyramid. Each vertex is the intersection of three edges. Knowing how many vertices a square-based pyramid has is important when constructing or studying the shape.