Dúvida Potenciação
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Dúvida Potenciação
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![Dúvida Potenciação 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)
Eu não consegui entender o por que disso.
Eu não consegui entender o por que disso.
Arthur_ap- Iniciante
- Mensagens : 17
Data de inscrição : 15/09/2023
Re: Dúvida Potenciação
Em cada caso, eleve ambos os membros ao quadrado e simplifique.
Elcioschin- Grande Mestre
- Mensagens : 72261
Data de inscrição : 15/09/2009
Idade : 77
Localização : Santos/SP
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