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Nºs Complexos - Demonstração

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PiR2 :: Matemática :: Álgebra

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Resolvido Nºs Complexos - Demonstração

Mensagem por Alberto Nascente Seg Dez 05 2022, 07:38

Mostre que para todo n natural teremos Nºs Complexos - Demonstração Svg+xml;base64,<?xml version='1.0' encoding='UTF-8'?>
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Última edição por Alberto Nascente em Seg Dez 05 2022, 13:05, editado 1 vez(es)

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Resolvido Re: Nºs Complexos - Demonstração

Mensagem por Elcioschin Seg Dez 05 2022, 07:47

Questão respondida há poucos dias no fórum. Por favor, pesquise.
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