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 Volume - 1 - Cuboid 2 - Cube 3 - Cylinder 4 - Cone 5 - Sphere 6 - Hemi-Sphere Volume >> Cylinder Volume 3 of 6 I know that for a cylinder RadiusDiameter = and Height = . From this find out Curved Surface AreaTotal Surface AreaVolume of the cylinder. pi =  22/7 3.14159

SolutionCylinder FormulaVolume Formula
 Volume of Cylinder Curved Surface Area (CSA) = 2 pi r hTotal Surface Area (TSA) = 2 pi r (r + h)Volume (V) = pi r^2 hExample : I know that for a cylinder Radius = 3 and Height = 10 . From this find out Curved Surface Area of the cylinder."Here, we have Radius "(r) = 3" and Height "(h) = 10" (Given)""Volume" = pi r^2 h = pi * 3^2 * 10 = 282.7433"Total Surface Area" = 2 pi r (r+h) = 2 * pi * 3 * (3 + 10) = 245.0442"Curved Surface Area" = 2 pi r h = 2 * pi * 3 * 10 = 188.4956

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