if ω and ω2 are the non real cube roots of unity and [1/(a+ω)]+[1/(b+ω)]+[1/(c+ω)]=2ω2 | Complex no

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If ω is am imaginary cube root of unity,then (1+ω-ω^2)^7 equal to?||What is imaginary cube root of1? If ω is am imaginary cube root of unity,then (1+ω-ω^2)^7 equal to?||What is imaginary cube root of1?
1.e) (a+bω+cω²)/(aω+bω²+c) + (a+bω+cω²)/(aω²+b+cω) = –1 If ω be complex cube root unity show that : 1.e) (a+bω+cω²)/(aω+bω²+c) + (a+bω+cω²)/(aω²+b+cω) = –1 If ω be complex cube root unity show that :
If the cube roots of unity are 1, ω and ω2, then the roots of If the cube roots of unity are 1, ω and ω2, then the roots of
The value of (a+bω+cω^2)/(c+aω+bω^2 ) where ω is a complex cube root of unity, is The value of (a+bω+cω^2)/(c+aω+bω^2 ) where ω is a complex cube root of unity, is
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
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