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Source i (link to git-repo or to original if based on someone elses unmodified work):
Add the source-code for this project on opencode.net
4 Comments
when you move the 1 across to the otherside (e^pi*i = -1)
Actually, there are reasons why it's so beautiful like this, see the Wikipedia article...
Hey I know that e and Pi both are irrational numbers but what about the value i? Could you define it or is it just an variable?
i, the "Imaginary unit", is a complex (non-real) number that is defined as square root of -1. This equation is a real formula called "Euler's identity", see http://en.wikipedia.org/wiki/Euler's_identity
* Works with pling-storeor ocs-url
johny
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4 Comments
when you move the 1 across to the otherside (e^pi*i = -1)
Actually, there are reasons why it's so beautiful like this, see the Wikipedia article...
Hey I know that e and Pi both are irrational numbers but what about the value i? Could you define it or is it just an variable?
i, the "Imaginary unit", is a complex (non-real) number that is defined as square root of -1. This equation is a real formula called "Euler's identity", see http://en.wikipedia.org/wiki/Euler's_identity