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A sphere of a cone have the same radius. If the volume of the sphere is double volume of the cone, find the ratio of the height to that radius of the cone.
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Oct 19, 2022
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A sphere of a cone have the same radius. If the volume of the sphere is double volume of the cone, find the ratio of the height to that radius of the cone.
Mathematics
high-school
Tallseth
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Answer:
V ( sphere ) = 4 / 3 * pi * r^3
heights in a sphere = 2 r
v ( cone ) = 1 / 3 pi r^2 h
with same height , it would be 1 / 3 pi
r^2 2r = 2 / 3 pi r^3
4 / 3 / 2 / 3 = 2
So the cone is half of the volume of the sphere
Doorstuck
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Oct 23, 2022
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