A sphere and a right circular cylinder of the same radius have equal volumes. By what percent does the diameter of the cylinder exceed it's height
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If their volumes are equal, then
4/3πR^3 = 1/3πR^2H
4R=H
2D=H
D=H/2
Thus the diameter is half the height, or D is 50% of the height.
4/3πR^3 = 1/3πR^2H
4R=H
2D=H
D=H/2
Thus the diameter is half the height, or D is 50% of the height.
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