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📰 \boxed{540^\circ} 📰 Question: A plant biologist studies the growth vector $ \vec{OG} $ of a crop, defined by $ \vec{OG} = m\vec{OA} + n\vec{OB} $, where $ \|\vec{OA}\| = 3 $, $ \|\vec{OB}\| = 4 $, and $ \vec{OA} \cdot \vec{OB} = 0 $. If $ \|\vec{OG}\| = 5 $ and $ \vec{OG} $ is perpendicular to $ \vec{OA} + \vec{OB} $, find $ (m, n) $. 📰 Solution: Since $ \vec{OA} \cdot \vec{OB} = 0 $, they are perpendicular. Let $ \vec{OA} = (3, 0) $, $ \vec{OB} = (0, 4) $. Then $ \vec{OG} = (3m, 4n) $. 📰 Roblox Npc Are Becoming Smart 5676784 📰 Can One Gamer Battle The Stickman Discover The Unreal Struggle 9231709 📰 The Half Dollar Coin That Experts Claim Youve Been Holding Without Knowing It 4608069 📰 Empire Tv Program 668093 📰 Cricket Shatters All Recordsnow Breakthrough Limits Are Impossible 7187158 📰 Master Java Coding Fast Discover The Power Of Access Modifiers Youve Been Ignoring 9555126 📰 Is This The Most Emotional Harvest Moon Game Launch Yet Find Out Now 1951436 📰 Kimpton Taconic Hotel 793947 📰 What Time Do The Lions Play On Thanksgiving 2945302 📰 Att Pro Am Pebble 1088499 📰 Free Gimp Download 9448980 📰 Roja Directas Unbelievable Secret That Will Change Everything You Know 7600878 📰 Digi Stock The Hidden Market Secret That Could Multiply Your Returns 5X 162784 📰 Master The Field The Ultimate Guide To Killer Soccer Drills You Need 860282 📰 Shield Secrets Exposed The Hidredly Surprising Cast Revealed 9953079