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A spherical shell of internal and external diameter 6cm and 10cm respectively is melted and recast into a cylinder of diameter 14 cm. find the height of the cylinder ?
3.687 cm
2.666 cm
2.587 cm
none of these
Internal diameter of a hollow spherical shell =6 cm Internal radius of a hollow spherical shell = 3 cm External diameter of a hollow spherical shell = 10 cm External radius of a hollow spherical shell = 5 cm Volume of the spherical shell = (4/3)∏×(53−33)…………….(i) Diameter of the cylinder = 14 cm Radius of the cylinder = 7cm Let the height of the cylinder be (x) cm Volume of the cylinder = ∏×72×X………..(ii) According to the question, Volume of the cylinder is equals to the volume of the spherical shell. (4/3)∏×(53−33)=49 *x X= 2.666 cm
By: MIRZA SADDAM HUSSAIN ProfileResourcesReport error
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