How Many Vertices Faces Edges does a Cube Have

Introduction

A cube has 8 vertices, 6 faces, and 12 edges. Before understanding the main subject of this article let's know about vertices, faces, and edges in brief. Also in this article, we will learn briefly about all the terms related to the main topic so that it's easy for a student to understand the concept of the main topic. In our daily life, we come across hundreds or thousands of 3-dimensional objects for example our rooms, ice cream cones, cans, and many more. All these solids are identified based on length, diameter, face, edges, and many more. Also, at last, these objects are called three-dimensional Shapes as no matter how different they are but at last, they all occupy space and all of them have a 3-dimensional figure.

What are Vertices?

A point where one or more than one edge or line segment meets is considered a vertex. For example, all the corner points of a cube are considered Vertices.

What are Faces?

The flat surface of a 3-dimensional figure or a solid is called the face of that solid. A 3-dimensional figure can have more than one face, for example, a cube has six faces.

What are Edges?

The line segment or a line that separates the two faces of a solid from that line segment is considered an edge. For example, a cube has twelve edges.

Number of vertices, faces, and edges in a cube

We know that all the sides in a cube are of equal length and every two edges that are coinciding at the same vertex make right angles with each other. Thus, we can say that a cube has 8 vertices, 6 faces, and 12 edges.

Vertices, Faces, and Edges of other 3D shapes

In the below-given table, we have discussed some of the three-dimensional figures or solids with their number of vertices, faces, and edges.

Conclusion

In this article, we have discussed that a cube has 8 vertices, 6 faces, and 12 edges. We know that the cube is a three-dimensional figure that has vertices, faces, and edges also all the sides of the cube are equal. We hope that the article helps students to understand this topic clearly.