If w!=1 is a cubic root of unity and (1+W) = A+Bw, then find A and B.
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Answer:
Option A
Step-by-step explanation:
(1 + w)7 = A + Bw
(-w2)7 = A + Bw
-w14 = A + Bw
-w2 = A + Bw
1 + w = A + Bw
The correct option is A.
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