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A wafer cone is completely filled with icecream forms a hemispherical scoop, just covering the cone. The radius of the top of the cone, as well as the height of the cone are 7 cm each. Find the volume of the icecream in it (in `cm^(3)`). (Take `pi=22//7` and ignore the thickness of the cone)A. 1176B. 1980C. 1078D. 1274 |
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Answer» Required volume = Volume of the icecream forming the hemisphere + Volume of the icecream within the cone. Radius of the hemisphere shape = Radius of the cone = 7 cm ` :. "Required volume"=(2)/(3)pi(7)^(3)+(1)/(3) pi (7)^(3)` `=pi (7)^(3)-(22)/(7)(7)^(3)-(22)(49)` `=1078 cm^(3)`. |
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