Question: satisfying the relation in the complex plane: (a) 21+ i = 1. (b) z + i 3. (c) |2 - 4i| 24. (d) |z1|=|z+il.

satisfying the relation in the complex plane: (a) 21+ i = 1.

satisfying the relation in the complex plane: (a) 21+ i = 1. (b) z + i 3. (c) |2 - 4i| 24. (d) |z1|=|z+il. (e) 2 + = 2. For each part draw the points z For each part in Problem above, express the set of points under con- sideration properly in set notation. F

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ANSWER a To satisfy the relation 211 we need to find complex numbers z such that Rez 2 Thus we can d... View full answer

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