Title: I have a math Bible/Torah/Qu'ran/...
Polarris Delsan - December 26, 2003 08:21 PM (GMT)
...and in it is ever single topic of math that ever existed*.
Soooooo.... if you ever want to know about some crazy math topic that no one's ever heard of, just ask me. :lol
*I have no way of verifying this worth anything.
caitc - January 16, 2004 03:28 AM (GMT)
what is this great/good/fantastic/fabulous book called?
Polarris Delsan - January 18, 2004 09:52 PM (GMT)
Wow
*Is Late*
It is called the "CRC Concise Encyclopedia of Mathematics"
mpn - February 10, 2004 05:34 AM (GMT)
Hello. You may be able to help me.
I am searching for the answer to the age-old question: "How many licks does it take to reach the tootsie roll center of a tootsie pop?"
Polarris Delsan - February 12, 2004 01:10 AM (GMT)
hmm, good question.
Since neither 'Licks' nor 'tootsie pop' are in my math Bible/Torah/Qu'ran, I shall use the one that is closest alphabetically.
Lichnerowicz Conditions are second and higher derivatives of the "Metric Tensor" gab need not be continuous across a surface of discontinuity, but gab, c must be continuous across it.
A Tooth Surface is a Quartic Surface given by the equation
x^4 + y^4 + z^4 - (x^2 + y^2 + z^2) = 0
Because it looks like a tooth. ha.
So I conclude from this that the number of licks it takes to get to the center of a tootsie pop is equal to the second and higher derivatives of tooth surfaces which are not continuous (because matter is descrete, even tooth matter). You will get to the center when your tooth (surfaces) rot.
caitc - February 12, 2004 01:14 AM (GMT)
Ryan - February 12, 2004 04:09 AM (GMT)
Oh just bite the stupid thing! (6)