Geometria Analítica (elipses e hipérboles)
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Geometria Analítica (elipses e hipérboles)
Questão dissertativa.
![Geometria Analítica (elipses e hipérboles) 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)
Postagem viola Regra IX do fórum.
- Gabarito:
Postagem viola Regra IX do fórum.
Guilherme Santos1- Iniciante
- Mensagens : 12
Data de inscrição : 27/09/2022
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