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📰 $$Question: A statistician models a time series using a geometric sequence where the first term is $ 3 $ and the common ratio is $ r $. If the sum of the first five terms exceeds $ 300 $, what is the smallest integer value of $ r $ that satisfies this condition? 📰 The sum of the first five terms of a geometric sequence with first term $ a = 3 $ and common ratio $ r $ is given by: 📰 S_5 = 3(1 + r + r^2 + r^3 + r^4) = 3 \cdot rac{r^5 - 1}{r - 1} \quad ext{(for } r 📰 Aviator App Download Apk 7305345 📰 Topvaz Exposed The Silent Truth That Will Change Everythingready For The Shock 1130896 📰 Helix Piercing Jewelry The Hidden Glam That Every Fashionista Needs Now 5835052 📰 Kickass 2 The Untold Secrets They Never Told Youditch The Montage See The Truth 245592 📰 Get Windows 10 Pro 64 Bit Instantly Transfer Speed Youll Call Life Changing 5512537 📰 Dec 22 Zodiac 4441150 📰 Discover The Secret Channel Where Vampire Diaries Lives On Air 8255288 📰 Paid Dividends Future Growth Is Kohls Stock The Best Bet For Smart Investors 366348 📰 Christian Movies 2025 2530628 📰 Amelia And The Tentacle Ero Trap Dungeon 6446249 📰 Bayfront St Petersburg 4940364 📰 529 Calculator Nerdwallet 7060972 📰 Why Alert Investors Plrx Stock Is Set To Blow Up This Quarterheres Why 3125362 📰 Textsum Of Roots 6 5606998 📰 H 23Rd Amendment 3729691