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Im posting up a question on complex nos..plz help
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worr not,i will help u!
oooh ans befor question
if \[1,\alpha1, \alpha2, ...\alpha(n-1)\] are the nth roots of unity, then find the value \[\sum_{k=1}^{n-1}[1/(\alpha(k)-1)]\]
wow i want a medal too!!
make that [1/(z-alpha(k)}
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if 1,α1,α2,...α(n−1) are the nth roots of unity, then find the value ∑k=1n−1[1/z-(α(k))]
where z is a complex no.?
find \[\sum_{k=1}^{n-1}[1/(z-\alpha(k))]\]
yeAH answer in terms of z and n
I wonder! there z no any symbol of complex no.
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