Volume of Parallelepiped
For a given parallelepiped, volume is calculated by multiplying the bottom surface area with the height. Volume is defined in cubic units . Let us suppose that in a given parallelepiped a is the length, b is breadth, h is height then volume is given by Volume of Parallelepiped = length × breadth × height
Volume of Parallelepiped Formula
The formula of volume of parallelepiped is
Volume of Parallelepiped = Base Area × height
Where, h = height of parallelepiped,
b = base area of parallelepiped = length × breadth
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Parallelepiped – Definition and Formulas
Parallelepiped is a three-dimensional structure whose each face is a parallelogram. A parallelepiped has 6 parallelogram faces, 8 vertices, and 12 edges. The structure of a parallelepiped is similar to a three-dimensional hollow or solid box. It is used in real-life applications. Objects such as matchboxes, bricks, mobile phones, and many more things from which we are surrounded are examples of rectangular parallelepiped. A parallelepiped can be said a prism with a parallelogram base.
In this article, we are going to learn about parallelepipeds, their types (Rectangular parallelepiped), properties of parallelepiped, surface area of parallelepiped, its lateral surface area, its total surface area, volume parallelepiped, and some problems based on parallelepiped.
Table of Content
- What is Parallelepiped?
- Rectangular Parallelepiped
- Properties of Parallelepiped
- Volume of parallelepiped
- Surface Area of Parallelepiped