Question
If ω is the complex cube root of unity, show that
$(2-\omega)\left(2-\omega^2\right)=7$
$(2-\omega)\left(2-\omega^2\right)=7$
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$\left(A+2 B^{\top}\right)^{\top}=A^{\top}+2 B$
(ii)$\left(3 A-5 B^{\top}\right)^{\top}=3 A^{\top}-5 B$