Question
The volume of a right circular cylinder is given as
64π√3 cm³. The radius of the cylinder's base is 4 cm. Determine the slant height of the cylinder.Solution
Let the height of the cylinder be 'h' cm. Volume of cylinder = (Area of base X height of cylinder) ÷ 3 Area of base = π X (4)2 = 16π cm2 64π√3 = (16π) X h ÷ 3 Or, h = 4√3 Slant height of a cylinder = √(radius2 + height2) = √(16 + 48) = 8 cm
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