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📰 Question: An epidemiologist models the spread of a virus where each infected person infects 3 others in a geometric progression. If the initial number of infected individuals is 1, how many total individuals have been infected by the end of the 5th generation? 📰 Solution: This is a geometric sequence with first term $a = 1$ and common ratio $r = 3$. The total number infected by the end of the 5th generation is the sum of the first 5 terms: 📰 S_5 = a \cdot rac{r^5 - 1}{r - 1} = 1 \cdot rac{3^5 - 1}{3 - 1} = rac{243 - 1}{2} = rac{242}{2} = 121. 📰 Saint Petersburg Florida 8817161 📰 Google Chat App Iphone 8254737 📰 The Witchs Bakery 9868694 📰 5 Ultimate War Gear Collection Revealed Gears Of War The Ultimate Edition That Redefines Battle 2305269 📰 Why Everyones Obsessed With Dragonite Mega Hack And Slash Fans Will Call It Game Changer 7766267 📰 Now We Analyze Whether The Minimum Value Of 2 Is Achievable For U 7567139 📰 You Wont Believe Soxl Stock Performancethis Weekend Could Change Everything 1532115 📰 Why Everyone Is Hooked On Fidelitysign Up Now And Unlock Massive Perks 6163642 📰 Dr Ian Boykin Md 9496766 📰 Free App Mac 3518192 📰 Johns Hopkins Howard County Medical Center 9517212 📰 You Wont Guess What This Taste Transforms About Your Morning Routine 4712938 📰 The Ggc Banner Is Secretly Boosting Engagement Higher Than Ever 3261864 📰 You Wont Believe How Realistic This Chicken Drawing Looksshocking Detail Unknown To Most 4131557 📰 Unlock Epic Features In Microsoft Arcfuture Of Gaming Productivity Unveiled 4392882