find ROUTE OVER
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If x3=1
1,w,w2arethecuberootsofunity.
⟹1+w+w2=0
where, w=2−1+i3;w2=2−1−i3
Let z be the cube root of p.
⟹z3=p
⟹z=p31(cis(0))31 ...{De Moivre's Theorem}
=p31cis(32kΠ)
where, k=0,1,2.
α=p31β=p31cis(32Π)=p31w
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