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What is the volume of a TRUNCATED cone?

Answer

The result for the volume of a truncated cube is 7+14 sqrt(2)/3 (assuming
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Q&A Related to "What is the volume of a TRUNCATED cone?"
V = (1/3*Pi*h) * (R. 1. 2. R. 2. 2. R. 1. * R. 2. Where R1 and R2 are the radii of the bases, and h is equal to the height of the truncated cone.
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Imagine having the whole cone - then the volume = (1/3)piR^2H; from that you cut off the top (which is another cone) with a volume of (1/3)pir^2h so the volume of the part left =
http://answers.yahoo.com/question/index?qid=201305...
It is one third the area of the base times the height divided by three. That is the simple answer. Why is a completely different animal.
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Explore this Topic
A truncated cone technically called conical frustum a cone with the pointed tip sliced off parallel to the base.The volume of a truncated cone is, the difference ...
The volume of a truncated cone can be calculated using the formula below; V=1/3*pi*(R12+R1*R2+R22)*h nV = volume npi = 3.142 nR1 = Radius of the base nR2 = Radius ...
The proportions of a truncated cone depends on the plane that intersects the apex. A truncated cone is a cone that has the apex cut off by a either an oblique ...
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