Let $ a + b = 144 $, and let $ d = \gcd(a, b) $. Then we can write $ a = d \cdot m $, $ b = d \cdot n $, where $ m $ and $ n $ are coprime positive integers. Then: - AMAZONAWS

📅 March 11, 2026 👤 scraface

Mar 11, 2026

$Let $ a + b = 144 $, and let $ d = \gcd(a, b) $. Then we can write $ a = d \cdot m $, $ b = d \cdot n $, where $ m $ and $ n $ are coprime positive integers. Then:$

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