I think that's a i, rather 2. e^(pi*i)=-1 (Euler's Formula). The series does converge to 1, though. So He's playing Verizon the huge sum of one
fifth of a cent.
Dunno if checks go to that degree, but it is amusing. =D
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The Master said: "It is all in vain! I have never yet seen a man who can perceive his own faults and bring the charge home against himself."
>Analects: Book V, Chaper XXVI
fifth of a cent.
Dunno if checks go to that degree, but it is amusing. =D
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The Master said: "It is all in vain! I have never yet seen a man who can perceive his own faults and bring the charge home against himself."
>Analects: Book V, Chaper XXVI