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Calculus problem

lordofduct - Mar 3, 2005

		lordofduct		Mar 3, 2005
			What the hell would this look like? A right circular cone with height "h" and base radius "r" is circumscribed about a sphere whose radius equals a (where a is a constant). Im thinking the attatched image is it... (everyone at work thinks im a dork for doing math in my spare time.... i hate them )

		Sundance_3		Mar 3, 2005
			Is the problem just to draw the diagram? If so, I believe that's correct. It's strange though that they would just ask you do something as trivial as draw a diagram though. Usually drawing a diagram as such is associated with problems that are more involved (such a simple proof to show that a cone has 3 conic sections, etc).

		lordofduct		Mar 3, 2005
			no the problem is to find the minimum volume of the cone as a function of a. I just needed to know what it looked like so I could solve it... he worded it weird. I figured it out though, its the same as a sphere inscribed within a cone. Math is my strong point, english is not.

		lordofduct		Jun 13, 2005
			I dug up this old thread because I have a similar question for all you math geeks out there. ------------------- I received this problem last class in Calc II Given R={(x,y)| y=1/(1+e^x) , x=0, x=b, y=0} Find the area of region R as b ->infinity So I set it up, integrated and all that good stuff. I got ln2. If anyone is bored, why don't you give it a try and see if I'm right. I'd appreciate, and if your like me you might have a good ol' time doing it.