If `1,alpha_(1),alpha_(2),alpha_(3),...,alpha_(n-1)` are n, nth roots of unity, then `(1-alpha_(1))

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If `1,alpha_1, alpha_2, …alpha_(n-1)` be nth roots of unity then `(1+alpha_1)(1+alpha_2)…….... If `1,alpha_1, alpha_2, …alpha_(n-1)` be nth roots of unity then `(1+alpha_1)(1+alpha_2)……....
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Tutorial: Nth roots of unity Tutorial: Nth roots of unity
If `1,alpha_1, alpha_2, …alpha_(n-1)` be n, nth roots of unity show that `(1-alpha_1)(1-alpha_2). If `1,alpha_1, alpha_2, …alpha_(n-1)` be n, nth roots of unity show that `(1-alpha_1)(1-alpha_2).
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If `a_1,a_2 ...a_n` are nth roots of unity then`1/(1-a_1) +1/(1-a_2)+1/(1-a_3)..+1/(1-a_n)` is ... If `a_1,a_2 ...a_n` are nth roots of unity then`1/(1-a_1) +1/(1-a_2)+1/(1-a_3)..+1/(1-a_n)` is ...
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