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private java servlet private jsp private java servlet private jsp x and y vs. r and theta. It will also provide methods that let us perform any operation we might need to perform on or with a complex number.Before writing code we need to ask ourselves what we'll do with a complex number. Most objects first require a constructor, a method that is called when you create a new complex number.

private java servlet private jsp A more complicated object may also require a destructor method that's called when you get rid of an object; but since this is a fairly simple object, we'll let Java's built-in garbage collection take care of that for us.Since these are complex numbers it's not unlikely that we'll need to add them, subtract them, multiply them and divide them. We'll also want to be able to access their real and imaginary parts as well as their absolute values and arguments. The following class does all that. // public class Complex extends Object { private double u; private double v; Complex (double x, double y) { u=x; v=y; } public double Real () { return u; } public double Imaginary () { return v; } public double Magnitude () { return Math.

private java servlet private jsp sqrt(u*u + v*v); } public double Arg () { return Math.atan2(v, u); } // Add z to w; i.e. w += z public Complex Plus (Complex z) { return new Complex(u + z.u, v + z.

private java servlet private jsp v); } // Subtract z from w public Complex Minus (Complex z) { return new Complex(u - z.u, v - z.v); } public Complex Times (Complex z) { return new Complex(u*z.u - v*z.v, u*z.

private java servlet private jsp

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private java servlet private jsp