Uma nave é lançada da superfície do planeta Júpiter par
PiR2 :: Física :: Mecânica Geral
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Uma nave é lançada da superfície do planeta Júpiter par
Uma nave é lançada da superfície do planeta Júpiter para atingir a lua Europa. As massas e os raios estão descritos na imagem abaixo. Qual será a velocidade mínima de lançamento para a nave atingir seu objetivo? A constante gravitacional vale G.
![Uma nave é lançada da superfície do planeta Júpiter par 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)
- Gabarito:
Laviny- Iniciante
- Mensagens : 4
Data de inscrição : 19/01/2024
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PiR2 :: Física :: Mecânica Geral
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