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( frac{z}{w} ) [ frac{z}{w} = frac{4i}{2 - 2i} = frac{4i cdot (2 + 2i)}{(2 - 2i) cdot (2 + 2i)} = frac{8i + 8i^2}{4
( \frac{z}{w} ) [ \frac{z}{w} = \frac{4i}{2 - 2i} = \frac{4i \cdot (2 + 2i)}{(2 - 2i) \cdot (2 + 2i)} = \frac{8i + 8i^2}{4 + 4i^2} = \frac{8i - 8}{4 - 4} = \frac{-8 + 8i}{4} = -2 + 2i ]
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