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The radius of the base of a conical vessel is 100 cm and its height is 21 cm. This vessel is full of water. This water is poured into a cylindrical vessel having base radius 10 cm. The depth of water in the vessel is1). 600 cm2). 520 cm3). 306 cm4). 700 cm |
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Answer» Volume of cylinder = πr2h Volume of CONE = (1/3)πr'2h' ⇒ πr2h = (1/3) πr'2h' ⇒ π × 102 × h = (1/3) × π × 1002 × 21 ∴ h = 700 cm |
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