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1. Let z = -4v3 + 4i and w = -v2+ v2i. (a) Without using a calculator, determine aw in polar form. (You must sketch

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1. Let z = -4v3 + 4i and w = -v2+ v2i. (a) Without using a calculator, determine aw in polar form. (You must sketch z and w in the complex plane as part of your answer.) (b) Determine the cube roots of z in polar form. 2. Carefully sketch the set of points in the complex plane defined by { z : (z-2-i)

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