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📰 Question: A museum curator is cataloging early computing devices and notes that the number of components in a mechanical computer from 1850 is a three-digit number divisible by both 12 and 15. What is the smallest such number that ends in 0? 📰 Solution: A number divisible by both 12 and 15 must be divisible by their least common multiple. Since $ \text{lcm}(12, 15) = 60 $, we are looking for the smallest three-digit number divisible by 60 and ending in 0. 📰 The smallest three-digit multiple of 60 is 120, which ends in 0. 📰 Ny Gyro 3566113 📰 Wyndham Boston Beacon Hill Blossom Street Boston Ma 3059429 📰 5 Shocking Twist On Classic Meatloaf Stove Top Stuffing Youve Never Tried Before 4049626 📰 Mcdonald Chicken Strips 6866610 📰 Murray State University 4427105 📰 60 Ml To Ounces This Tiny Conversion Could Change Your Recipes Forever 2536256 📰 Inked Love 15 Must Have Couple Tattoo Ideas That Every Romantic Deserves 6754606 📰 Water Bottle Spring 5681738 📰 Cme Group Shares Surged Past 250Learn The Hidden Triggers Inside 3571560 📰 Country Singers News 1590810 📰 Cast Infinity War 5099109 📰 This Lazy Brown Guy Won The Internet With His Laid Back Lookdont Wake Up Like Him 1898088 📰 This Publix Login Blunder Totally Happen To Millionsheres What To Do 5412806 📰 Gameboy Pokemon Red Blue 5641163 📰 Star Sorority Roblox 5482271