Vertices of a Pyramid Example Problems

In geometry, vertices is defined as a point where two lines meet in two dimensional space and in three dimension, it is the point where three lines meet each other. Most of the pyramid have pentagon or hexagon base. The total number of vertices is equal to the sum of vertices in the base and the apex point. All the lines meet together at the top is called Apex point. Given here is a detailed tutorial explaining the vertices of different pyramid shapes with the example problems.

Vertices of a Pyramid Example

A vertex (vertices) is a point where two or more lines meet. It is a Corner. The number of vertices is the total number of sides + 1 (apex point). Pyramid has different types such as triangular pyramid, square pyramid, pentagonal pyramid and so on. Given here two sample problems of calculating the vertices of square pyramid and triangular pyramid.

Example 1:

Let us consider a Square Pyramid with 4 sides. Find the vertices. Solution: Square Pyramid Vertex is calculated by the number of sides of the pyramid and apex point. Number of Sides of Square Pyramid = 4 Apex Point = 1 Therefore, Vertices = 4+1 = 5.

Example 2:

Let us consider a Triangular pyramid with 3 sides. Find the vertices. Solution: Triangular Pyramid Here, Number of Sides of Triangular Pyramid = 3 Apex Point = 1 Therefore, Vertices = 3+1 = 4.


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