This is true when dealing with the golden section (1.618 approx.). This constant (phi) is arrived at through the fibbonacci sequence, i.e 0,1,1,2,3,5,8,13,21,34,55....
Then you make fractions: 1+1/2+2/3+3/5+5/8+8/13+....
and you get 1.618 (I think I did this right.)
so how can this infinite sequence^2 (1.618)(1.618)=2.618
and 1.618+1=2.618.
Also, how can (Phi^2 * 6)/5=pi? 2.618*6/5=3.1416?
weird, because there is the other equation e^(pi*i)=1?
Can you substitiute e^([Phi^2*6/5]*i)=1? i=sq rt of (-1).
2007-01-15
09:11:11
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