How to show that (1 - ω)(1 - ω^2)...(1 - ω^(n-1)) = n

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How to show that 1 + 2ω + 3ω^2 + ... + nω^(n-1) = n/(ω - 1) How to show that 1 + 2ω + 3ω^2 + ... + nω^(n-1) = n/(ω - 1)
(1)/(2+omega)+(1)/(1+2 omega)=(1)/(1+omega) | CLASS 12 | NONE | MATHS | Doubtnut (1)/(2+omega)+(1)/(1+2 omega)=(1)/(1+omega) | CLASS 12 | NONE | MATHS | Doubtnut
1.d) (1–ω)(1–ω²)(1–ω⁴)(1–ω⁸) = 9 If ω be complex cube root unity show that (1–w)(1–w²)(1–w⁴)(1–w⁸)=9 1.d) (1–ω)(1–ω²)(1–ω⁴)(1–ω⁸) = 9 If ω be complex cube root unity show that (1–w)(1–w²)(1–w⁴)(1–w⁸)=9
Proof: (1+ω) (1+ω²).......2n factors=1? Proof: (1+ω) (1+ω²).......2n factors=1?
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The value of the expression `1.(2-omega).(2-omega^2)+2.(3-omega)(3-omega^2)+.+(n-1)(n-omega)(n-o... The value of the expression `1.(2-omega).(2-omega^2)+2.(3-omega)(3-omega^2)+.+(n-1)(n-omega)(n-o...
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