Okay, just tell me what's i to the power i?
350908
no this is how to work it out. I am assuming you know how to take the logarithm of a coplx number and find the modulus and argand of it.\n\ni^i = e^(logi^i) = e(ilogi)\n\nnow log i = log|i| + i(argi)\n= 0 + iπ/2 + i2kπ\n\nwhere k is an integer\n\nso substituting this is\ni^i = e^(i(iπ/2 + 2ikπ)\n= e^(-π/2-2kπ)]\n= e^(π[-1/2-2k])
969448
Sorry I relly dont know, but tell me
443873
Im not really sure - but am I the first to respond?!?!?! \n\nSorry I cant help!
525601
i will tell u wat?/ i hav a better option that is me...
582914
so what u want me to do
440357
i dont konw but i can tell u
1095518
Okay, so what's the question?
235389
well tell me who it is and i can get you information
558031
i really need to know.
78384
what do u mean by that?
859648
I'll give u an answer once I'm sober
246573
I have no idea what you mean...mind to elaborate? I'll modify it.
501473
I am god.\n\nProof - I know everything
342285
I think its a power thing.
458814
will power....\n\nnothing to it.....
406104
Speak To Her Who about What?
148555
Nothing. I'm first, pick me! Please! The person ahead of me did it while I was editing my answer.