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How might one comprehend the product of complex numbers
N
_{[pi]}(a_{n}+ib_{n})=C
n=1
such as by representation with vectors in the complex plane, or algebraic simplification? Specifically, I would like to know the value Re(C).
N
_{[pi]}(a_{n}+ib_{n})=C
n=1
such as by representation with vectors in the complex plane, or algebraic simplification? Specifically, I would like to know the value Re(C).