What is a Polyhedron?
A polyhedron is a three-dimensional solid consisting of a group of polygons, made up of vertices at the intersections of the flat faces and straight edges.
Due to their unique features and potential uses, polyhedrons have been investigated and explored in several disciplines, including mathematics, architecture, computer graphics, and engineering.
Polyhedron Meaning
The term “polyhedron” precisely describes these geometric objects’ distinctive feature, which is the collection of numerous flat faces.
A triangle, square, pentagon, or any other regular or irregular polygon is a type of polygon that characteristics each face. The edges that connect these faces come together at vertices or corners.
Polyhedron | Meaning, Shapes, Formula, and Examples
A polyhedron is a three-dimensional shape with flat polygonal faces, straight edges, and sharp vertices. Examples include cubes, prisms, and pyramids. However, shapes such as cones and spheres do not qualify as polyhedrons because they lack polygonal faces. It can have any polygon such as a triangle, pentagon, hexagon, etc. as faces as well and it satisfies Euler’s formula, which will be discussed later in the article.
In mathematics, polyhedrons have received a great deal of attention and are used in various fields such as Physics, computer graphics, crystallography, architecture, and other disciplines. In this article, we will discuss all the concepts related to polyhedrons including polyhedron definition, polyhedron shape, types of polyhedrons, their faces, edges, vertices, and real-life examples of polyhedrons.
Table of Content
- What is a Polyhedron?
- Polyhedron Meaning
- Polyhedron Shape
- Polyhedron Examples
- Real-Life Examples of Polyhedrons
- Polyhedrons Faces, Edges and Vertices
- Prisms, Pyramids, and Platonic Solids
- Prisms
- Pyramids
- Platonic Solids
- People Also Read:
- Polyhedron Types
- Regular Polyhedron
- Irregular Polyhedron
- Convex Polyhedron
- Concave Polyhedron
- Some Other Types of Polyhedrons
- Polyhedral Dice
- Polyhedron Formula
- Euler’s formula for Polyhedron
- Practice Problems on Polyhedrons
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