(Rob G-W favorite theorem)
 
 
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My favorite theorem is Euler's formula. <i>e</i><sup>i<math>\pi</math></sup> = 1.  I like it because if you move the one over to the LHS you get <i>e</i><sup>i<math>\pi</math></sup> - 1 = 0, which has all the big players in it.
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My favorite theorem is Euler's formula. <math>e^{i\pi} = 1</math>.  I like it because if you move the one over to the LHS you get <math>e^{i\pi} - 1 = 0</math>, which has all the big players in it.

Latest revision as of 15:27, 12 February 2009



My favorite theorem is Euler's formula. $ e^{i\pi} = 1 $. I like it because if you move the one over to the LHS you get $ e^{i\pi} - 1 = 0 $, which has all the big players in it.

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Basic linear algebra uncovers and clarifies very important geometry and algebra.

Dr. Paul Garrett