How To Find Volume of Square Pyramid?
We can easily find the volume of the square pyramid by following the steps discussed below.
Step 1: Note the dimensions of the square pyramid i.e. the side of the square base (b) and the height of the pyramid (h).
Step 2: Find the area of the square base using the formula, A = b2 units2
Step 3: Now use the volume of the square pyramid formula and simplify to get the required volume i.e.,
Volume of Square Pyramid = 1/3×(A)(h)
Let’s take an example to understand the above steps in detail.
Example: Find the volume of a square pyramid of a square base of the length 8 m and height 6 m.
Step 1: The dimensions of square pyramid are,
- Side of Square Base (a) = 8 m
- Height of Pyramid (h) = 6 m
Step 2: Area of Square Base,
A = a2 = (8)2 = 64 m2
Step 3: Using the formula,
Volume of Square Pyramid = 1/3×(A)(h)
⇒ V = 1/3×(64)(6)
⇒ V = 128 m3
The required volume of the square pyramid is 128 m3
Read More:
Volume of a Square Pyramid
Volume is nothing but the space occupied by the object in 3-D and the volume of a square pyramid is the space occupied by the five faces of the square pyramid. A square pyramid is a three-dimensional geometric formed with a square base and four triangular side faces connected such that they all meet at the apex of the square pyramid.
Volume of the square pyramid is the volume of space enclosed inside all its five faces. Now let’s learn about the square pyramid, its volume, examples, and others in this article.
Table of Content
- What is Volume of a Square Pyramid?
- What is a Square Pyramid?
- Volume of a Square Pyramid Formula
- How To Find Volume of Square Pyramid?
- Examples on Volume of Square Pyramid