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\[ 4x - y = 9 \] - IX Labs

📅 March 10, 2026 👤 scraface

Mar 10, 2026

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Comme \( n \) doit Ãªtre un entier, vÃ©rifions les erreurs ou ajustons...
\[ \sqrt{844} = 29 \]
\[ n = 13 \]
VÃ©rifions :
\[ S_{13} = rac{13}{2}(6 + 24) = rac{13}{2} imes 30 = 195 \]
Recalculons :
\[ n = 14 \]
\[ S_{14} = rac{14}{2}(6 + 26) = 7 imes 32 = 224 \]
La racine correcte est \( n = 15 \) :
\[ S_{15} = rac{15}{2}(6 + 28) = rac{15}{2} imes 34 = 255 \]

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