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A tent of height 77 dm is in the form of aright angled circular cylinder of diameter 36 m and height 44 dm surmounted by a right circular cone. Find the cost of canvas at the rate of Rs.3.5 per m2.
Rs 4463.61
Rs 6863.61
Rs 5363.61
Rs 5397.65
Given The height of the tent = 77 dm Height of the cone = 44 dm Height of the tent without the cone = (77 – 44) dm = 33 dm = 3.3 m Diameter of the cylinder = 36 m Radius of the cylinder = 36 / 2 m = 18 m Let us assume the slant height of the cone be (l) L2 = r2 + h2 L2 = (18)2 + (3.3)2 l=18.3 m The slant height of the cone is 18.3 m. Curved surface area of the cylinder = 2πrh = 2 *π * 18*4.4 m2 ……………….. (i) Curved surface area of the cone = πrh = π * 18* 18.3 m2…………………….. (ii) Now adding equation (i) and (ii) we will get the value of the total surface area Total surface area = 1532.46 m2 Cost of canvas = 1532.46 m2 * Rs 3.5 = Rs 5363.61
By: MIRZA SADDAM HUSSAIN ProfileResourcesReport error
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