Therefore, Surface area of Right Triangular Prism is 4800 square cm. Solution: As we know, Volume (V) Base Area × Height, here base area 6 cm 2, height 8 cm. Hypotenuse = Third side = `sqrt(30^2+40^2)` Find the volume and, total and lateral surface area of a right triangular prism whose base area 6 cm2, base perimeter 12 cm, and height is 8 cm. My forthcoming post is on How to Find Surface Area of a Rectangular Prism with example,and this topic Volume of a Triangular Prismwill give you more understanding about geometryīase of a right triangle is 30 cm and Altitude of a right triangle is 40 cm. Therefore, Surface area of Right Triangular Prism is 120 square meter. So, Surface area = 2 x base x altitude + (side 1 + side 2 + side 3) x Height Hypotenuse = Third side = `sqrt(3^2+4^2)` What is the surface area of Right triangular prism for the given following lengths.īase of a right triangle is 3 meter and Altitude of a right triangle is 4 meter. SA = 2 x base x altitude + (side 1 + side 2 + side 3) x HeightĮxample Problems: Surface Area of Right Triangular Prism Surface area of Right triangular Prism = 2 x Base Area of Right triangle + Perimeter of base x Height The formula for surface area of right triangular prism is following, Right Triangular Prism is a prism having base is Right Triangle. In this article, we will explain about surface area of right triangular prism shape. Surface area can be measured as square units. Surface area can be calculated for three-dimensional shapes only. It is also called as right angled triangle. ![]() In right triangle, opposite to the 90° angle is called as Hypotenuse.
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