Q.If $\omega$ is a cube root of unity ( $\omega \ne 1$ ), then the value of $(1 + \omega)(1 + \omega^2)(1 - \omega + \omega^2)(1 - \omega^2 + \omega)$ is

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Q.If ω\omegaω is a cube root of unity (ω≠1\omega \ne 1ω=1), then the value of (1+ω)(1+ω2)(1−ω+ω2)(1−ω2+ω)(1 + \omega)(1 + \omega^2)(1 - \omega + \omega^2)(1 - \omega^2 + \omega)(1+ω)(1+ω2)(1−ω+ω2)(1−ω2+ω) is