The volume of a right circular cylinder and a sphere are equal and their radii are also equal if the height of the cylinder be h and the diameter of the sphere d then the ratio of h:d is
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Let r = Radius of cylinder = Radius of sphere, h = Height of the cylinder.
According to the question,
4/3πr cube=πr sq. h
=> h=4/3r=>4r=3h
=> 2r=3/2h=>2r/h=3/2
Therefore, Required ratio = 3 : 2
Hope it helpss
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