Here’s an example problem to walk you through a complete calculation. Volume = (Area of Base Triangle) x (Height/Length of Prism)īy plugging in your calculated values into this equation, you will get your desired volume for your triangular prism. Once you have found the area of one base triangle, you can use that information along with height/length of your specific triangular prism in our original volume formula: However, for this guide, we will assume you have these values or know how to find them. If you’re unsure about how to find these values, there are various methods using trigonometry or other geometrical properties like Heron’s formula. The base and height here refer to that of the triangle itself (not that of the prism). The most common method to calculate the area of a triangle is by using the formula: Step 1: Find the Area of the Base Triangleīefore applying this formula, we must first determine the area of one of the base triangles. Volume = ( Area of Base Triangle) x (Height/Length of Prism) The formula to find the volume of a triangular prism is quite simple: It is essential to know these components when calculating the volume of the object. A triangular prism is a three-dimensional geometric figure that has two congruent and parallel triangular bases on either end and three rectangular sides connecting them. In this article, we’ll explore how to calculate the volume of a triangular prism with ease.įirst, let’s understand what a triangular prism is. When it comes to calculating the volume of a three-dimensional object, it can sometimes be intimidating, but with a few simple steps and the right formula, anyone can find the solution.
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