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Edited by NaLo:
6/17/2013 7:30:00 PM
6
What is (-1)^∞? And is (-1)^(2∞)=1?
Is it 1, -1, or is it a Schrödinger's cat answer (1, -1, both, and neither).
Is it defined at all or is it a x/0 type of deal?
Because it depends on if ∞ is even or odd. But it should be both (and maybe neither?) since ∞+1=∞.
And since 2∞ should be an even number is (-1)^(2∞)=1 ?
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And if ∞+1 is an odd number then ∞+2 should be an even number. So if ∞+2=even does that mean that (-1)^(∞+2)=1 and (-1)^(∞+1)=(-1) ? And apparently 1^∞ is undefined. What is this madness!?
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It is -1 since the - sign is not included in the 1 unless it is (-1)^∞. But if it is (-1)^∞ I don't know.
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x = 1 Now prove it.
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It's-*mind implodes*
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My brain just now broke
