Complex Numbers and Complex Algebra: Motivation
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Further, all the solutions of this equation also lie in the set of complex numbers. We have the above mentioned nice property on the set of complex numbers which is not available on the set of real numbers. But we have lost the trichotomy property of the real numbers on the set of complex numbers. That is, given any two complex numbers and , we can not say, in general, that or or , unless they are real numbers.

   
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