Volume of Cuboid
The volume of a cuboid is defined as the space occupied by a cuboid. The volume of cuboid depends on its length, breadth, and height. Thus, modifying any one of these quantities modifies the volume of the shape.
Cubic units is the unit of the cuboid’s volume. Hence, the formula to calculate the volume of a cuboid is given by:
Volume of Cuboid = Base Area × Height
V = l × b × h
where,
- l is the Length of Cuboid
- b is the Breadth of Cuboid
- h is the Height of Cuboid
- V is Volume of a Cuboid
Read More, Volume of Cuboid
What is Cuboid Formula?
The following table provide all the formulas related to cuboid:
|
Formulas of Cuboid |
|
|---|---|
| Property | Formula |
| Face Diagonal | √(l2 + w2) |
| Space Diagonal | √(l2 + w2 + h2) |
| Perimeter | 4(l + w + h) |
| Total Surface Area | 2(lb + bh + lh) Square Units |
| Lateral Surface Area | 2h(l + b) Square Units |
| Volume | l × b × h Cubic Units |
Cuboid – Shape and Properties
Cuboid is a three-dimensional shape that looks like a rectangular box in our everyday life. Cuboids have 6 faces, 12 edges, and 8 vertices. A cuboid is also called a rectangular prism. Example of a cuboid in real life is a shoe box.
In this article, we will learn about all things cuboid such as definition, shape, dimensions, and others in detail.
Table of Content
- What is Cuboid?
- Shape of a Cuboid
- Dimensions of a Cuboid
- Faces, Edges and Vertices of a Cuboid
- Diagonals of a Cuboid
- Properties of a Cuboid
- Cuboid Formula
- Surface Area of Cuboid
- Volume of Cuboid
- Net of Cuboid
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