Intresting functions not ?
#3
(09/23/2013, 11:18 PM)tommy1729 Wrote: Not sure how to define " intresting " though.

...

exp(a+bi) = a+bi
tommy1729

I don't know what makes a function interesting either or to what extent any of these functions have been studied. However, I found the answer to exp(a+bi) = a+bi, albeit not properly at all since I used a calculator to graph a certain part ((b/sin(b))-exp(b/tan(b)) = 0) to solve for the b portion. I feel like that one must have been done before since a calculator can be used to find a and b. I could be very wrong on this.
Since there is an answer in the set of complex numbers it doesn't seem as interesting to me as it would if another set had to be used.
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Messages In This Thread
Intresting functions not ? - by tommy1729 - 09/23/2013, 11:18 PM
RE: Intresting functions not ? - by tommy1729 - 09/24/2013, 10:44 PM
RE: Intresting functions not ? - by razrushil - 03/04/2014, 02:33 PM
RE: Intresting functions not ? - by Gottfried - 03/05/2014, 10:10 AM
RE: Intresting functions not ? - by razrushil - 03/05/2014, 06:49 PM

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