A solid cone C1 has a base radius of 6 units and a height of 12 units.
After cutting off the top of the cone (the cut surface is parallel to the base circle of the cone), the remaining object is C2. The distance between the cut surface and the base circle of the cone is 7 units.
Continuing with a cut in the middle of C2, this cut is parallel to the base of the cone, giving two objects C3 and C4, where C3 is smaller than C4. The distance from the base circle of C to the base circle of C1 is known to be 3 units. Find the volume of C3.
Mathbot Says...
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