Well, there are two common ways you can represent complex numbers. One is a+ib where i is the root of -1, which is NOT -1. This is called the Cartesian (or rectangular) coordinate system. The second way is to provide the equivalent hypotenuse of the a and b points (i.e. sqrt(a^2 + b^2)), and the angle between the origin (be it natural origin or a secondary), and the point a+ib (i.e. atan(b/a)). Might seem overly complicated, but it's good for multiplying and dividing imaginary numbers, though rectangular is better for addition and subtraction.
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Posting Virtuoso
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