Difference between revisions of "Euler's Formula"

Revision as of 17:01, December 27, 2006

Euler's formula is the following definition in complex analysis making use of the imaginary number $i$ :

e^{i\phi }=\cos \phi +i\sin \phi \!

where

i={\sqrt {-1}}

Revision as of 16:58, December 27, 2006 (view source) Aschlafly (talk \| contribs)		Revision as of 17:01, December 27, 2006 (view source) Aschlafly (talk \| contribs) Newer edit →
Line 5:		Line 5:
	where		where

−	:<math>i = sqrt{-1}</math>	+	:<math>i = \sqrt{-1}</math>