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Formula of surface area of rectangle1/13/2024 ( As the base of a rectangular Parallelepiped is a rectangle. The volume of Rectangular Parallelepiped = Area of the Base × height. It is the product of the area of the face and the height of the rectangular parallelepiped. The volume of the rectangular parallelepiped refers to the space occupied by the rectangular parallelepiped. Therefore its Perimeter will be equal to that of a rectangle)Īlso, the total surface area can be calculated as ![]() The lateral surface area of rectangular parallelepiped = Perimeter of the Base × height. It is the product of the height and Perimeter of the base. The lateral surface area of the rectangular parallelepiped means the area of all the sides of the rectangular parallelepiped. TSA = 2× area of parallelogram + 2 × area of parallelogram C + 2 × area of parallelogram. ( As B, D and F are equal to A, C, and E) Therefore, the Total surface area of the Rectangular Parallelepiped = 2 × area of A + 2 × area of C + 2 × area of D. It means it is the total area of six rectangular faces. The total surface area of a rectangular parallelepiped is the surface area of all its faces. Let’s say A and B are two opposite side faces, C and D are two other opposite side faces, and E and F are top and bottom faces. The Rectangular Parallelepiped Formulas which are used to calculate its lateral surface area, surface area, diagonal, and volume are as follows-Ĭonsider a shoebox, and there are six faces of the shoe box. The three dimensions are length, height, and breadth, further denoted as l,h, and b, respectively. What are Rectangular Parallelepiped Formulas?Ī rectangular parallelepiped is a three-dimensional figure. It is a hexahedron, which signifies a polyhedron consisting of six faces.Three faces of the Rectangular Parallelepiped are visible at the same time.The diagonal which goes along each face is known as the face diagonal.The parallel edges are of the same length.All the opposite faces are equal and parallel.It is made up of six rectangular-shaped parallelograms.A rectangular parallelepiped is a 3D shape.The characteristics of Rectangular Parallelepiped are as follows – What are the characteristics of Rectangular Parallelepiped? Some common examples of rectangular parallelepiped are a shoebox, bricks, books, carton boxes, etc. It is also a hexahedron, a polyhedron consisting of six faces. Hence, it comprises six faces wherein all the opposite faces are parallel and equal. Therefore a rectangular parallelepiped can be defined as a 3D shape that is made up of six rectangular-shaped parallelograms. What is the definition of Rectangular Parallelepiped?Ī rectangular parallelepiped, better known as cuboid, is a parallelepiped with rectangular faces. Some special kinds of parallelepiped are cube, rhombus, and cuboid. A Parallelepiped consists of 6 parallelogram look-alike faces, 12 edges, and eight vertices. The word parallelepiped traces its origin back to the parallelepipdon, a Greek word meaning a body that has parallel bodies. What is a Parallelepiped?Ī Parallelepiped is made up of six parallelograms. ![]() This article deals with the definition of Rectangular Parallelepiped, characteristics of Rectangular Parallelepiped, and Rectangular Parallelepiped Formula. All the opposite faces of the rectangular parallelepiped are equal and parallel, and the parallel edges are of the same length. A rectangular parallelepiped is a kind of parallelepiped made up of rectangular-shaped parallelograms. A Parallelepiped is a 3D shape made up of six parallelograms. Let us understand what a parallelepiped is. What is the shape of the shoe boxes, books, and bricks called? Is it a rectangle or a parallelogram? It is a Rectangular Parallelepiped.
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