SOLUTION: A right circular cone is inside a cube. The base of the cone is inscribed in one face of the cube and its vertex is in the opposite face. Express the volume of the region between t

Algebra ->  Rational-functions -> SOLUTION: A right circular cone is inside a cube. The base of the cone is inscribed in one face of the cube and its vertex is in the opposite face. Express the volume of the region between t      Log On


   

Question 1199853: A right circular cone is inside a cube. The base of the cone is inscribed in one face of the cube and its vertex is in the opposite face. Express the volume of the region between the cone and the cube in terms of s where s denotes the length of the edge of the cube.
Answer by ikleyn(52787) About Me  (Show Source):
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H I N T


        From the volume of the cube subtract the volume of the cone.