Examples on Volume
Example 1: Find the volume of cube with side 5 units.
Solution:
Volume of cube is given by:
Volume of Cube = a3
V = 53
Volume of Cube = 125 cubic units
Example 2: Find the volume of cuboid with length, breadth and height as 9, 6 and 5 respectively.
Solution:
Volume of cuboid is given by:
Volume of Cuboid = lbh
V = 9 × 6 × 5
Volume of Cuboid = 270 cubic units
Example 3: Find the volume of cylinder with height 10 units and radius 5 units.
Solution:
Volume of cylinder is given by:
Volume of Cylinder = πr2h
V = π(5)2 × 10
Volume of Cylinder = 250π cubic units
Example 4: Find the volume of cone with height and radius as 13 and 6 units respectively.
Solution:
Volume of cone is given by:
Volume of Cone = (1 /3)πr2h
V = (1 /3)π 62 × 13
V = 12 × 13π
Volume of Cone = 156π cubic units
Example 5: Find the volume of sphere whose radius is 9 units.
Solution:
Volume of sphere is given by:
Volume of Sphere = (4 / 3)πr3
V = (4 / 3)π 93
V = 4 × 243 × π
Volume of Sphere = 972π cubic units
Example 6: Find the volume of hemisphere whose radius is 6 units.
Solution:
Volume of hemisphere is given by:
Volume of Hemisphere = (2/3)πr3
V = (2 / 3)π 63
V = 4 × 36π
Volume of Hemisphere = 144π cubic units
Volume : Definition, Formula, Examples
Volume of the shape means the capacity of the shape. To calculate volumes of different shapes we have different formulas. The basic formula for volume is obtained by multiplying length, breadth and height.
In this article, we will explore how to calculate volumes for different shapes. Also, we will solve some examples related to how to calculate volumes.
Table of Content
- Volume Definition
- Volumes Formulas for Various Shapes
- Volume of 3D-Shapes
- List of Volume Formulas
- Units of Volume
- How to Calculate Volume?
- Examples on Volume