![]() ![]() Lateral area is the surface area of the sides excluding the top and bottom. I hope this article helps you to learn the concept in a better way.Find the lateral area of the given prism to the nearest square centimeter. In this article, we have tried to explain the approach to calculate the surface area of a triangular prism with sides of triangular face as input along with the length, base, and height. Space complexity: O(1), As the code uses a fixed number of variables to store input values and results, regardless of the size of the input. ![]() Time complexity: O(1), As this code performs a fixed number of calculations, regardless of the size of the input. Output The surface area of the triangular prism is: 126 calculate the surface area of the triangular prismĭouble surface_area_of_triangular_faces= base * height ĭouble surface_area_of_rectangular_faces= length * perimeter ĭouble surface_area_of_triangular_prism = surface_area_of_triangular_faces+ surface_area_of_rectangular_faces Ĭout << "The surface area of the triangular prism is: " << surface_area_of_triangular_prism << endl The length * perimeter covers the remaining surface area.įinally, we will print the calculated surface area −Ĭ++ Program for calculating the Surface Area of a Triangular Prism #include ĭouble base = 3, height = 6, length = 9, side1 = 3, side2 = 4, side3 = 5 So for two triangular faces, total surface area = base * height. Here, for one triangular face of a prism, the surface area= 0.5 * base * height. Surface_area = (base * height) + (length * (side1 + side2 + side3)) ![]() Next, we will calculate the area of the triangular prism using the formula − Side3 − length of the third side of the triangle Side2 − length of the second side of the triangle Side1 − length of the first side of the triangle The variables needed are −Īpart from these we also need the input for all three sides of the triangle − Here we need to take input for six variables as we are working with a triangular prism. Let’s try to figure out the steps involved in writing the program, in other words, let’s write a step-by-step algorithm. The formula for calculating the surface area of a triangular prism is − Look at the diagram below of a triangular prism, and observe the image, the edges, and the faces. Thus, we as programmers might need to calculate the surface area of a triangular prism in some cases, to ensure accuracy and precision. Physics simulations − The surface area of a triangular prism may be a crucial metric in some physics simulations, such as those involving fluid dynamics or electromagnetic fields. Mathematics and geometry − Programmers working on math or geometry-related projects may need to compute the surface area of a triangular prism as part of their algorithms. ![]() Some of the common scenarios are listed below −ģD graphics and animation − While constructing 3D models, animators and game developers may need to compute the surface area of a triangular prism in order to correctly represent it in a virtual world.Įngineers and architects may need to determine the surface area of a triangular prism while designing structures such as buildings or bridges. It might seem very basic to calculate the surface area of a triangular prism, but there are various areas where programmers may feel the need for it. Let us see how to write a program to calculate the Surface Area of a Triangular Prism. ![]()
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