Square Pyramid
What is meant by a Square Pyramid?
A square pyramid is a three-dimensional geometric figure with a square base and four triangular faces that meet at the point above the base called the apex.
What is the Lateral Surface Area of a Square Pyramid?
Lateral surface area of a square pyramid is defined as the area covered by its four triangular faces. Its formula is equal to twice the product of base length and slant height.
What is the Formula to find the Total Surface Area of a Square Pyramid?
Formula to find the total surface area of a square pyramid is given as follows:
TSA = a2 + 2al
What is the Formula to Find the Lateral Surface Area of a Square Pyramid?
Lateral surface area of a square pyramid can be interpreted as the total surface area reduced by the base area of a square pyramid. Now, the formula to find the lateral surface area of a square pyramid is given as follows:
LSA = 2al
What is Formula to find Lateral Surface Area of a Square Pyramid in terms of the Height of the Pyramid?
Formula to determine the lateral surface area of a square pyramid in terms of the height of the pyramid is given as follows:
LSA = 2a√(a2/4 + h2)
How to find the Surface Area of a Square Pyramid?
Area of the square pyramid can be easily calculated using various formulas that are added in the article below. In this article, we have covered Square Pyramid definition, its formulas, examples and others in detail.
Table of Content
- What is Square Pyramid?
- Surface Area of Square Pyramid
- Total Surface Area Formula of Square Pyramid
- Lateral Surface Area Formula of Square Pyramid
- How to Find Surface Area of a Square Pyramid?
- Examples on Surface Area of a Square Pyramid Formulas