![]() ![]() The formula to calculate the surface area of a square pyramid when its height h and base edge a are given: Surface Area = a 2 + 2a√.Consider a square pyramid of base edge 'a', height 'h', and slant 'l'. When we talk about its surface area, we generally refer to its total surface area (which is the sum of areas of all faces), whereas the lateral surface area is the sum of the areas of the side faces only. There are two types of surface areas, one is TSA (Total Surface Area), and the other is LSA (Lateral Surface Area). Volume = 1/3 x 5 2 x 9 = 1/3 x 25 x 9 = 75 cubic units Surface Area of a Square Pyramid Then, the volume of the square pyramid is: Here, a is the length of the base and h is the perpendicular height.Įxample: Assume that the height (h) and the length of the base edge (a) are 9 units and 5 units, respectively. The formula to determine the volume of a square pyramid is: V =. Then, the base area of the square pyramid is: BA = 7 × 7 = 49 square units Volume of a Square Pyramid Since the square pyramid has a square base, we can calculate its base area using the same formula as the area of square, which is side × side or base edge 2.Įxample: Assume that the base edge of a square pyramid is given as 7 units. Here you can see the formulas of the volume, total surface area (TSA), and lateral surface area (LSA) of the square pyramid. ![]() There are formulas for square pyramids for finding the volume, height, base area, and surface area. ![]()
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