Method #1 – Height of a Cylinder from the Radius and Volume
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Formula – How to find the height of a cylinder from the radius and volume
Height = Volume ÷ (π x Radius2)
Example
A cylinder has a volume of 785.39 and a radius of 5
Height = 785.39 ÷ (3.14159 x 52)
Height = 785.39 ÷ (3.14159 x 25)
Height = 785.39 ÷ 78.53975
Height = 10
Method #2 – Height of a Cylinder from the Radius and Curved Surface Area
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Formula – How to find the height of a cylinder from the radius and curved surface area
Height = Area ÷ (2 x π x Radius)
Example
A cylinder has a curved surface area of 314.159 and a radius of 5
Height = 314.159 ÷ (2 x 3.14159 x 5)
Height = 314.159 ÷ 31.4159
Height = 10
Method #3 – Height of a Cylinder from the Radius and Total Surface Area
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Formula – How to find the height of a cylinder from the radius and total surface area
Height = (Area – (2 x π x Radius2)) ÷ (2 x π x r)
Example
A cylinder has a surface area of 471.24 and a radius of 5
Height = (471.24 – (2 x 3.14159 x 52)) ÷ (2 x 3.14159 x 5)
Height = (471.24 – (2 x 3.14159 x 25)) ÷ 31.4159
Height = (471.24 – 157.0795) ÷ 31.4159
Height = 314.1605 ÷ 31.4159
Height = 10