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Last updated at March 23, 2023 by Teachoo
Example 7 Find the height of a cylinder whose radius is 7 cm and the total surface area is 968 γππγ^2. Given, Radius of Cylinder = 7 cm Total surface area = 968 cπ^2 Let Height of Cylinder = h Total Surface Area = 968 m2 2ππ(π+β) = 968 2Γ22/7Γ7Γ(7+β) = 968 2Γ22(7+β) = 968 44Γ(7+β) = 968 7+β = 968/44 7+β = 484/22 7+β = 242/11 7+β = 22 β = 22β7 β = 15 cm β΄ . The height of the cylinder is 15 cm.