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Let alpha be a complex p^(th) root of unity with alpha ne 1 . Let p numbers r_(1) , r_(2)…..r_(p) are selected one by one with replacement from a set S where S { 1 , 2 , 3 ..np} , p in N andn in N . Then probability that alpha_(bar r_(1)) , alpha_(barr _(2)) + ... + alpha_(bar r_(p)) = 0 is |
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Answer» INDEPENDENT of only |
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