Comments on: The Greatest Formula in Mathematics

By: Nora Meegan

Nora Meegan — Fri, 30 Sep 2011 01:58:19 +0000

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By: network player

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By: curiousCharacter

curiousCharacter — Sat, 20 Aug 2011 18:25:00 +0000

Permission is hereby granted to use quotes from any articles here, or to reference individual posts, provided the source is acknowledged.

Larry Phillips
Atlanta

By: Vonnie Heimlicher

Vonnie Heimlicher — Fri, 29 Jul 2011 03:13:31 +0000

Throughout the awesome design of things you actually get a B- for effort and hard work. Exactly where you actually lost me personally ended up being on the specifics. You know, people say, the devil is in the details… And it could not be more accurate right here. Having said that, allow me tell you exactly what did give good results. The article (parts of it) is incredibly convincing which is probably the reason why I am making the effort to comment. I do not really make it a regular habit of doing that. Next, even though I can certainly see a jumps in logic you come up with, I am not sure of how you seem to connect the ideas which in turn help to make the actual conclusion. For the moment I will yield to your point however trust in the foreseeable future you actually connect your facts better.

By: Felipe Lamper

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By: Sena Manza

Sena Manza — Thu, 05 May 2011 21:00:36 +0000

This article gives the light in which we can observe the reality. this is very nice one and gives indepth information. thanks for this nice article

By: curiousCharacter

curiousCharacter — Fri, 11 Mar 2011 17:37:58 +0000

Good question.

First consider the natural logarithm of a number b, that is, ln(b). By definition, this is the exponent of e which will give the number b. Thus b can be written as e^ln(b).

So, b^(xi) can be written (e^ln(b))^(xi) = e^(ln(b)*xi).

For example,
3^(2i) = e^(ln(3)*2i) = cos(2 ln(3)) + i sin(2 ln(3))

By: joe pierson

joe pierson — Thu, 10 Mar 2011 19:05:40 +0000

“If the base is a number other than e, only a slight modification is required.”

and what is the modification?

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By: Elizabeth

Elizabeth — Wed, 12 Jan 2011 15:47:25 +0000

A very good and simple enough explanation of such a wonderful formula!