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i^(50)
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that is i as in \[\sqrt{-1}\]?
\[i^1=i\] \[i^2=-1\] \[i^3=-i\] \[i^4=1\]
then the pattern repeats i, -1,-i, 1, i, -1, -i, 1, ... every 4. so just divide 50 by 4
you get a remainder of 2, so \[i^{50}=i^2=-1\]
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