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Ordered Pair Equivalent Notation
                                                       (2, 0)
                                                       (4, −2)
For simplicity, the last three complex numbers would usually be abbreviated as
Geometrically, a complex number can be viewed as either a point or a vector in the -plane (Figure 10.1.1).

                                                                Figure 10.1.1
EXAMPLE 2 Complex Numbers as Points and as Vectors
Some complex numbers are shown as points in Figure 10.1.2a and as vectors in Figure 10.1.2b.

                                Figure 10.1.2
   760   761   762   763   764   765   766   767   768   769   770