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Omni-MATH / Let z_(n)_(n≥1) be a sequence of complex numbers, whose odd terms are real, even terms are purely imaginary, and for every positive integer k, |z_(k)z_(k+1)|=2^(k). Denote … · Discussion
Discussing Let {z_(n)}_(n≥1) be a sequence of complex numbers, whose odd terms are real, even terms are purely imaginary, and for every positive integer k, |z_(k)z_(k+1)|=2^(k). Denote … · Omni-MATH
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