Question: 1. Let $W=left{z in mathbb{C} mid(z+2)^{3}=-1+i ight}$. Rewrite $w$ using the method of listing. [Hint: First solve the equation $w^{3}=-1+i$, then the solutions to $(2+2)^{3}=-1+i$

$1. Let $W=\left\{z \in \mathbb{C} \mid(z+2)^{3}=-1+i ight\}$. Rewrite $w$ using the$

1. Let $W=\left\{z \in \mathbb{C} \mid(z+2)^{3}=-1+i ight\}$. Rewrite $w$ using the method of listing. [Hint: First solve the equation $w^{3}=-1+i$, then the solutions to $(2+2)^{3}=-1+i$ will be $z=w-2 .$ ] SP.PC. 1291

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