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The volume of a cylinder measures the amount of three-dimensional space enclosed by the shape. It’s a key concept in geometry and vital for tasks in:
For a right circular cylinder:
V = π × r² × hIf you're using diameter (d) instead of radius:
V = (π × d² × h) / 4The volume is derived by stacking infinitesimally thin circular disks:
V = Area of base × height = πr²hV = πh(R² - r²) where R is outer and r is inner radiusA tank with a 2.5 m diameter and 6 m height is assessed:
V = π × (2.5 / 2)² × 6 ≈ 29.45 m³ = 29,450 LThe tank holds just under the 30,000 L requirement.
Designing a tube for rolled documents:
V = π × (10 / 2)² × 80 ≈ 6283.2 cm³Sufficient volume for thick blueprint rolls.
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| Diameter | Height | Volume | Units |
|---|---|---|---|
| 10 cm | 20 cm | 1570.80 | cm³ |
| 5 cm | 10 cm | 196.35 | cm³ |
| 2 m | 3 m | 9.42 | m³ |
| 4 in | 12 in | 150.80 | in³ |
| 0 mm | 10 mm | 0 | mm³ |