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The volume of a cylinder and a cone are in the ratio 3 : 1. Find their diameters and then compare them when their heights are equal.
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- Diameter of cylinder = 2 times of diameter of cone
- Diameter of cylinder = Diameter of cone
- Diameter of cylinder > Diameter of cone
- Diameter of cylinder < Diameter of cone
- Diameter of cylinder = 2 times of diameter of cone
Correct Option: B
= | = | |||
Volume of cone | 1 |
= | = | ⇒ r1 = r2 | |||
πr2²h | 1 | ||||
3 |
∴Diameter of cylinder = Diameter of cone