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📰 Question: A linguist analyzes a hypothetical language where each word is 4 phonemes long, each phoneme independently from a set of 5. What is the probability that a randomly chosen word has exactly 2 distinct phonemes? 📰 Solution: First, choose 2 phonemes from 5: $ \binom{5}{2} = 10 $. For each pair, the number of 4-phoneme words using both phonemes (but not just one) is $ 2^4 - 2 = 14 $ (subtracting the two monochromatic words). Total favorable outcomes: $ 10 \cdot 14 = 140 $. Total possible words: $ 5^4 = 625 $. Probability: 📰 \frac{140}{625} = \frac{28}{125}. 📰 Why This Simple Symbol Is Contacting Scientiststhe Real Risk Behind Radiation 9331690 📰 Digi Movies 7639151 📰 Hd Overhaul Of The Classic Horror Game Resident Evil Hd Left Us All Speechless 9585570 📰 The Ultimate Guide Discover The Best Tips From Psychonaut Wiki Click To Learn 3979760 📰 Kimframework Netsuite News Reveals Hidden Features That Will Transform Your Finance Workflow 6879144 📰 The Giant Alsatian Golden Mix Is Taking The Internet By Storm 9702012 📰 How Old Do You Have To Have A Tattoo 761874 📰 A Triangle Has Sides Of Lengths 7 24 And 25 Verify If Its A Right Triangle And Calculate Its Area 6316268 📰 Heath Bar Like This Will Leave You Wondering How You Lived Without Itno Regrets 858856 📰 Hunnie Pop 2 5779742 📰 Transform Your Wardrobe Black Suit Dresses That Ex Crush Every Outfit 4549888 📰 The Red Blade Strikes Back 7348995 📰 Top Rated Tvs 2025 6281519 📰 321 Chatting 2953566 📰 Top 10 Anime Gore Moments That Are Too Gore To Handleyou Must Watch 5563975