the peculiar number 2π6
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the peculiar number 2π6
From this number i derived the following class of functions
z=F(x,y)/(1N/(N+F(x,y))) where in this case N=3 and F(x,y)=x*y with y set to 1.
This i find can be relaxed to any functions F(),G() and and any integers M,N
z=F(x,y)/(1M/(N+G(x,y))).
My particular favourite is
z=sin(x)/(13/(2+sin(y))).
Hope you enjoy playing with this
z=F(x,y)/(1N/(N+F(x,y))) where in this case N=3 and F(x,y)=x*y with y set to 1.
This i find can be relaxed to any functions F(),G() and and any integers M,N
z=F(x,y)/(1M/(N+G(x,y))).
My particular favourite is
z=sin(x)/(13/(2+sin(y))).
Hope you enjoy playing with this
jehovaja Guest
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