[SPAM] Re: Re: PUZZLE!

[Jim Ivey]

Yep  evil   you are right. They need something to do.
> 
Jim Ivey
> From: "Grow Pattern" <pattern4u at comcast.net>
> Date: 2005/08/15 Mon PM 04:09:58 EDT
> To: <discussion at nsrca.org>
> Subject: Re: PUZZLE!
> 
> How about you go fly!!!!!!!!!  It's not winter yet....
> 
> Evl-one
>   ----- Original Message ----- 
>   From: Atwood, Mark 
>   To: discussion at nsrca.org 
>   Sent: Monday, August 15, 2005 4:01 PM
>   Subject: RE: PUZZLE!
> 
> 
>   DING DING DING.we have a winner. Sort of.     The number is right.meaning that you're taking the size of the sphere as the diameter of the cylinder approaches zero.  
> 
>    
> 
>   All your missing is the key assumption.that the volume of the remaining material remains constant regardless of the size of the Sphere.which is true.
> 
>    
> 
>   Now.for the big bonus.do the proof!!!!   (FYI, the proof is a pain)
> 
>    
> 
> 
> ------------------------------------------------------------------------------
> 
>   From: discussion-request at nsrca.org [mailto:discussion-request at nsrca.org] On Behalf Of Ken Thompson
>   Sent: Monday, August 15, 2005 4:01 PM
>   To: discussion at nsrca.org
>   Subject: Re: PUZZLE!
> 
>    
> 
>   This is just a wild guess, I'm not real good at these.
> 
>    
> 
>   If the hole is of a very small diameter that would make the sphere 6 inches in diameter.  
> 
>    
> 
>   If the sphere is 6" in diameter than the resulting volume would be...4/3 x pi x r cubed  or  113.09733552924001
> 
>    
> 
>   That's the best I can do on short notice, with my minimal remaining brain cells.
> 
>    
> 
>   Ken
> 
>     ----- Original Message ----- 
> 
>     From: Atwood, Mark 
> 
>     To: discussion at nsrca.org 
> 
>     Sent: Monday, August 15, 2005 3:12 PM
> 
>     Subject: PUZZLE!
> 
>      
> 
>     Ok.this is by no means Airplane related, but it seems to me that with all the engineers that solicit this list-serve, we could have some fun with a few puzzles.  So since it's slow (While we wait for the worlds to start next week) I thought I'd post a fun one.
> 
>      
> 
>     Imagine a Sphere that has a cylindrical hole bored through the center, the diameter of which results in the remaining hole being 6 inches long.  What is the volume of the remaining material in the sphere??
> 
>      
> 
>     And yes, you have enough information, and yes, I'm looking for a numerical, absolute answer!!
> 
>      
> 
>     -Mark
> 
> 

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