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      Question

      The amount of concrete required to build a concrete

      cylindrical pillar whose base has a perimeter 8.8 metre and curved surface area 17.6 sq. metre, is (Take Ο€ = 22/7)
      A 8.325 m^3 Correct Answer Incorrect Answer
      B 9.725 m^3 Correct Answer Incorrect Answer
      C 10.5 m^3 Correct Answer Incorrect Answer
      D 12.32 m^3 Correct Answer Incorrect Answer

      Solution

      Concrete required to build pillar = Volume of the cylindrical pillar The curved surface area of a cylinder = 2Ο€rh The base of a cylinder is a circle whose perimeter = 2Ο€r The perimeter of the base of the pillar = 8.8 m β‡’ 2Ο€r = 8.8 β‡’ r = 1.4 m Also, Curved surface area = 17.6 m β‡’ 2Ο€rh = 17.6 β‡’ h = 17.6/2Ο€r β‡’ h = 2 m Now, Volume of cylindrical pillar = Ο€r2h β‡’ Ο€r2h = (22/7)(1.4)2 Γ— 2 β‡’ 308/25 = 12.32 m3 ∴ Concrete required to build the pillar is 12.32 m3

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