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affordable web hosting frontpage affordable web hosting frontpage g. z = u.Multiply(u); z = u.Divide(u); z = u.Minus(u); Rewrite the Complex class so that it stores its data as r and theta rather than u and v.

affordable web hosting frontpage Be sure to be careful at zero. Add PlusEqual, MinusEqual, DivideEqual and MultiplyEqual methods to the Complex class that mimic the behavior of the +=, -=, *= and /= operators. Add an equality method to the Complex class that tests whether two complex numbers are equal and returns a boolean. For math whizzes only: Explain why it would not be a good idea to add less than or greater than methods to the Complex class. For math whizzes only: Add a logarithm method to the Complex number class.

affordable web hosting frontpage Pick the branch between zero and 2pi. For math whizzes only: Add a power method to the complex number class. This is straightforward for real powers. For a real challenge allow arbitrary complex powers. Be sure to consider how you'll deal with branch cuts.

affordable web hosting frontpage toString MethodsOur printing in the last program was quite stilted because we needed to break a complex number into its real and imaginary parts, print them, and then put it all back together again. Wouldn't it be nice if we could just write:System.out.println(u);instead? It turns out we can. All objects have a toString method which is inherited from the Object class.

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