| Posted: September 14, 2003, 11:49 am - IP Logged |
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I don't seem to understand Aaron Donahue's formula:
x/pi + 666 x/pi - 666 (x+666)/pi (x-666) / pi
***How does this formula relate to the lottery???????
I tried it and here's what I get....
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y = x/Pi + 666*x/Pi - 666(x + 666)/Pi(x - 666)/Pi
result:
\!\(\(667\ x\)\/\[Pi] - \(666\ \((\(-666\) + x)\)\ \((666 + x)\)\)\/\[Pi]\^2\)
Or:
667x/Pi - 666(-666 + x)(666+x)/Pi^2
Say x= 6 :
295384320/Pi^2 + 4002/Pi
Or y=2.9929962807951573*10^7
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Any of you guys here is good at math??