(New page: As hard as it is to believe or even interpret, the following is, in fact, true: <math>i^i e^\frac{\pi}{2} = 1</math> You can probably already guess that this has to do with Euler's Formu...) |
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You can probably already guess that this has to do with Euler's Formula. The fact can be proven if you understand the natural log of <math>i</math>, something that also follows from Euler's. --[[User:Jmason|John Mason]] | You can probably already guess that this has to do with Euler's Formula. The fact can be proven if you understand the natural log of <math>i</math>, something that also follows from Euler's. --[[User:Jmason|John Mason]] | ||
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| + | Fascinating. You care to show the math or are you just going to tell us the fact and leave it at that? [[User:Jhunsber|His Awesomeness, Josh Hunsberger]] | ||
Revision as of 14:23, 26 October 2008
As hard as it is to believe or even interpret, the following is, in fact, true:
$ i^i e^\frac{\pi}{2} = 1 $
You can probably already guess that this has to do with Euler's Formula. The fact can be proven if you understand the natural log of $ i $, something that also follows from Euler's. --John Mason
Fascinating. You care to show the math or are you just going to tell us the fact and leave it at that? His Awesomeness, Josh Hunsberger
