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Thus, I choose to avoid complex powers.
My problem is with the fact that x^i is ith root (1/x) is (x^-i)^(1/i)=(x^-i)^-i*=(x^-1)**=(1/x)
when this is done twice, we get something like x=x^-1
x=1/x
This is only true for x = {1,-1}
This makes NO sense whatsoever.
*1/(a+bi)=a/(a^2 + b^2) - (b/(a^2 + b^2))i
**(a^b)^c=a^(b*c)
(Got rid of those pesky smilies)
The ith root of i is e^(pi/2)
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