if w is a complex cube root of unity show that (3-w²)(3-w)=13.
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Answer:
As we know
1+ w+ w2 = 0
& w3 =1
We have to use only these two formulas to find the
answer-
(1+ 1+w+w2)3 - (1+w2 - 3w)3
(1+0)3 - (-w - 3w)3
1 - (-64 w3)
1+ 64
= 65
Hence proved
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