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Home » Play Astro Bot Game Like a Pro—Click Here to Join the Cosmic Challenge! - Upplift

Play Astro Bot Game Like a Pro—Click Here to Join the Cosmic Challenge! - Upplift

📅 February 28, 2026 👤 scraface

Feb 28, 2026

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📌 RÃ©solvez pour \( t \) : \( t = rac{\ln(0.2)}{-0.1} \).

📌 Calculez : \( \ln(0.2) pprox -1.6094 \), donc \( t pprox rac{-1.6094}{-0.1} = 16.094 \) heures.

📌 #### \( t pprox 16.094 \) heures

📌 Une voiture voyage de la ville A Ã la ville B, une distance de 300 km, Ã une vitesse moyenne de \( v \) km/h. Au voyage de retour, la vitesse est de \( v + 20 \) km/h en raison d'une circulation rÃ©duite. Si le temps de trajet total est de 7 heures, trouver \( v \).

📌 Temps pour aller Ã la ville B : \( rac{300}{v} \).

📌 Temps de retour : \( rac{300}{v + 20} \).

📌 Temps total : \( rac{300}{v} + rac{300}{v + 20} = 7 \).

📌 Multipliez par \( v(v + 20) \) : \( 300(v + 20) + 300v = 7v(v + 20) \).

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