A square pyramid is a type of pyramid whose base is a square. It is made up of four sides that are triangles. The term ‘surface’ signifies the outside part of a figure. The surface area of a square pyramid is the sum of its base and area of lateral faces. The surface area of a square pyramid can be calculated using the formula: a.a + 2al.
Surface Area And Volume
Teaching Surface Area of Square Pyramid Easily
Base Area: The base area of the pyramid is the side length of the square. It is represented by ‘a’.
Slant Height: The height of each side's face is known as slant height. It is also known as slant height.
Here is an example to solve a question on the surface area of a square pyramid. Let’s look at the given example mentioned below to understand more about the surface area of a square pyramid.
Surface Area of a Square Pyramid = a.a + 2al
A = side of base
L = Slant Height
a*a = area of the base
Q: Find the surface area of a square pyramid whose slant height is 14 units and base length is 10 units.
Step 1: Jote down the given information.
Slant Height = 14 units.
Base Height = 10 units.
Step 2: Use the Surface area of a square pyramid formula
a.a + 2al = 10 * 10 + 2 * 10 * 14
10 * 10 + 2 * 10 * 14 = 100 + 280
Answer: 100 + 280 = 380.
Why should you use the surface area of a square pyramid worksheet for your students?
These worksheets will help your students to learn about different concepts like base area, slant height, and surface area.
Solving the surface area of a square pyramid worksheet will help your students to solve based on the square pyramid easily.
Download Equations with Surface Area of a Square Pyramid Worksheets PDF