SOLUTION: A tool is in the shape of a spherical cone. Find the volume of the tool if the area of its zone is 2cm^2 and the radius of its sphere is 30 cm.

Algebra ->  Surface-area -> SOLUTION: A tool is in the shape of a spherical cone. Find the volume of the tool if the area of its zone is 2cm^2 and the radius of its sphere is 30 cm.      Log On


   

Question 852042: A tool is in the shape of a spherical cone. Find the volume of the tool if the area of its zone is 2cm^2 and the radius of its sphere is 30 cm.
Answer by Seutip(231) About Me  (Show Source):
You can put this solution on YOUR website!
Let p- pi (Sorry dont know how to make pi symbol)
A=4pr%5E2
V=4%2F3%28pr%5E3%29
If r=30cm just substitute.
V=4%2F3%28p%2830cm%29%5E3%29
V=4%2F3%28p%2827000cm%5E3%29%29
V=113%2C097.34cm%5E3
Hope that helps!
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