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A cylinder is surmounted by a cone at one end, a hemisphere at the other end. The common radius is 3.5 cm, the height of the cylinder is 6.5 cm and the total height of the structure is 12.8 cm. The volume V of the structure lies between
370 cm2 and 380 cm2
380 cm2 and 390 cm2
390 cm2 and 400 cm2
None of these
Given that, Total height of the structure (H) = 12.8 cm and height of cylinder (h1) = 6.5 cm Common radius (r) = 3.5 cm ∴ height of hemisphere (h2) = radius = 3.5 cm and height of cone (h3) = H – h1 – h2 = 12.8 – 6.5 – 3.5 = 2.8 cm Now, Volume of the structure = Volume of cylinder + Volume hemisphere + Volume of cone
By: Amit Kumar ProfileResourcesReport error
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