Volume of Cylinder Examples
Example 1: Calculate the volume of a cylinder of radius 3 m and a height of 4 m. (take π = 3.14)
Solution:
We have, r = 3 and h = 4
Using the formula we have,
V = πr2h
⇒ V = 3.14 × (3)2 × 4
⇒ V = 113.04 m3
Example 2: Calculate the volume of a cylinder of radius 4 m and a height of 7 m.
Solution:
We have, r = 4 and h = 7
Using the formula we have,
V = πr2h
⇒ V = 3.14 × (4)2 × 7
⇒ V = 351.68 m3
Example 3: Calculate the radius of a cylinder if its volume is 300 m3 and height is 7 m.
Solution:
We have, V = 300 and h = 7
Using the formula we have,
V = πr2h
⇒ r2 = V/πh
⇒ r2 = 300/(3.14 × 7)
⇒ r = 3.68 m
Example 4: Calculate the radius of a cylinder if its volume is 450 m3 and its height is 9 m.
Solution:
We have, V = 450 and h = 9
Using the formula we have,
V = πr2h
⇒ r2 = V/πh
⇒ r2 = 450/(3.14 × 9)
⇒ r = 12.52 m
Example 5: Calculate the height of a cylinder if its volume is 570 m3 and its radius is 4 m.
Solution:
We have, V = 570 and r = 4
Using the formula we have,
V = πr2h
⇒ h = V/πr2
⇒ h = 570/(3.14 × 4 × 4)
⇒ h = 11.34 m
Example 6: Calculate the height of a cylinder if its volume is 341 m3 and its radius is 6 m.
Solution:
We have,
V = 341 m3
r = 6 m
Using the formula we have,
V = πr2h
⇒ h = V/πr2
⇒ h = 341/(3.14 × 6 × 6)
⇒ h = 3.01 m
Volume of a Cylinder: Formula, Definition and Examples
Volume of a Cylinder is defined as the space occupied by the Cylinder. Formula for the volume of a cylinder is equal to πr2h where r is the radius of the base and h is the height of the cylinder. A cylinder is a 3-dimensional solid figure with two identical bases connected by a curving surface.
Now learn about the Volume of a Cylinder Definition, the Formula, and How to Calculate the Volume of a Cylinder with solved examples.