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Home » \div 8 = 43 \text with remainder 0 - GetMeFoodie

\div 8 = 43 \text with remainder 0 - GetMeFoodie

📅 May 1, 2026 👤 scraface

May 01, 2026

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📌 R''\left(rac{5 + \sqrt{7}}{9}

📌 ight) = 18\left(rac{5 + \sqrt{7}}{9}

📌 ight) - 10 = 2(5 + \sqrt{7}) - 10 = 2\sqrt{7} > 0 \quad ( ext{local minimum}).

📌 For \( t = rac{5 - \sqrt{7}}{9} \):

📌 R''\left(rac{5 - \sqrt{7}}{9}

📌 ight) = 18\left(rac{5 - \sqrt{7}}{9}

📌 ight) - 10 = 2(5 - \sqrt{7}) - 10 = -2\sqrt{7} < 0 \quad ( ext{local maximum}).

📌 Thus, the revenue growth rate is maximized at \( t = rac{5 - \sqrt{7}}{9} \).

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