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📅 March 1, 2026 👤 scraface

Mar 01, 2026

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Un rÃ©servoir est rempli par deux tuyaux. Le tuyau A le remplit en 6 h...
Le dÃ©bit du tuyau A est de \( rac{1}{6} \) du rÃ©servoir par heure.
Le dÃ©bit du tuyau B est de \( rac{1}{8} \) du rÃ©servoir par heure.
Le dÃ©bit combinÃ© est :
\[ rac{1}{6} + rac{1}{8} = rac{4}{24} + rac{3}{24} = rac{7}{24} \...
Le temps pour remplir le rÃ©servoir est l'inverse du dÃ©bit combinÃ© :
\[ rac{24}{7} pprox 3.43 ext{ heures} \]
Le temps nÃ©cessaire est de \( rac{24}{7} \) heures.
#### \(rac{24}{7}\)
Trouvez le nombre de solutions entiÃ¨res Ã l'Ã©quation \( x_1 + x_2 +...

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