Triangular Prism on the Basis of Alignment
On the basis of alignment, the triangular prism is divided into two:
- Right triangular Prism
- Oblique triangular Prism
Right Triangular Prism
A right triangular prism is a specific type of prism where the angle formed between the edges of the triangular bases and the edges of the rectangular faces is precisely 90°.
This means that the triangular bases meet the rectangular faces at right angles. All other properties of triangular prisms, such as the number of faces, edges, and vertices, remain the same for a right triangular prism.
Oblique Triangular Prism
An oblique triangular prism differs in that its lateral faces are not perpendicular to its bases. In this type of prism, each lateral face takes the shape of a parallelogram. This implies that the angles between the lateral faces and the bases are not necessarily 90 degrees.
In essence, an oblique triangular prism doesn’t have the strict right-angle alignment between its triangular ends and its rectangular sides. Instead, the lateral faces form parallelograms, allowing for more flexibility in the geometric configuration of the prism.
Other Types of Prism
Triangular Prism
Triangular Prism is a three-dimensional geometric shape with two identical triangular faces connected by three rectangular faces. It is one of the classifications of prism. It is named a triangular prism because it has a triangle across its cross-section.
This article covers the meaning of prism and triangular prism, the properties of the prism, the formula of a triangular prism, and the net of a triangular prism. We will also see the types of triangular prism on the basis of uniformity and alignment and verify Euler’s rule for triangular prism.
Table of Content
- What is Prism?
- What is a Triangular Prism?
- Types of Triangular Prism
- Triangular Prism Faces Edges Vertices
- Surface Area of a Triangular Prism
- Volume of Triangular Prism