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ntain viruses. Unless you need to edit, it's safer to stay in Protected View. Enable Editing A Plane You Can't Fly Name Since complex numbers

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ntain viruses. Unless you need to edit, it's safer to stay in Protected View. Enable Editing A Plane You Can't Fly Name Since complex numbers have two parts-a real part and an imaginary part-it is helpful to view them as points on a two-dimensional plane, called the complex plane. Here, the horizontal axis represents the real part of the numbers, and the vertical axis represents the imaginary part. So we can represent the number ~4 + 6i as the point (~4, 6). 1. Plot and label the following complex numbers on the complex plane. The first one, p, has been done for you. p =4-31 q = ~4+51 r =2+i s = -3 (which is ~3 + 0i) t = -2i Im(z) -2 2 4 6 Re (z) 2. Sometimes, we turn these points into vectors by drawing an arrow directed from the origin throws to your graph above to turn the points into vectors

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