Chapter 8 - Section 8.3 - Polar Form of Complex Numbers; De Moivre's Theorem - 8.3 Exercises - Page 610: 17

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See p. 602, Graphing Complex Numbers The complex plane is determined by the real axis and the imaginary axis. To graph the complex number a + bi, we plot the ordered pair of numbers (a,b) in this plane The complex conjugate of $z=a+bi$ is $\overline{z}=a-bi.$ ----------- $z=8+2i$ Plot $(8,2)$ in the complex plane. $\overline{z}=8-2i$ Plot $(8,-2)$ in the complex plane.