If α≠ 1 is any nth root of unity, then S=1+3 α+5 α^2+… upto n terms is equal to (a) 2 n/1-α (b) -...

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If α≠1 is an nth root of unity then 1+3 α+5 α^2+…to n terms is… If α≠1 is an nth root of unity then 1+3 α+5 α^2+…to n terms is…
If 1,α,α^2,α^3⋯⋯α^n 1 be the nth root of unity, then 1^P+α^P+(α^2 )^P+(α^3 )^p+⋯⋅(α^(n-1) )^P= If 1,α,α^2,α^3⋯⋯α^n 1 be the nth root of unity, then 1^P+α^P+(α^2 )^P+(α^3 )^p+⋯⋅(α^(n-1) )^P=
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If `1, alpha,alpha^2,.......alpha^(n-1)` are n, `n^(th)` roots ofunity, then `1 + 2alpha+ 3al... If `1, alpha,alpha^2,.......alpha^(n-1)` are n, `n^(th)` roots ofunity, then `1 + 2alpha+ 3al...