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6174 (six thousand, one hundred [and] seventy-four) is the natural number following 6173 and preceding 6175 The natural integer 6174 is known as Kaprekar's constant, [1][2][3] after the Indian mathematician D R Kaprekar This number is notable for the following curious behavior: MSN offers customizable news, sports, entertainment, weather, and more, integrated with Outlook, Facebook, Twitter, Bing, and Skype thatsmaths com 2018 01 25 kaprekars-number-6174en m wikipedia org wiki 6174 Steps to Set Homepage on MSN: 1 Sign in to MSN 2 Click Help & Settings, and then click Settings 3 In the link list on the left side of the page, click the Show All Settings link Get the latest headlines, weather updates, sports scores, and entertainment news on MSN Explore technology, business, cars, property, and style Kaprekar's Constant is 6174 a) Arrange the digits in descending order (largest to smallest) and ascending order (smallest to largest) So we have reached a stable value This happens in at most 7 rounds The only numbers that don't work are fully repeated digits like 1111, 2222, etc as they become 0 Kaprekar constant, or 6174, is a constant that arises when we take a 4-digit integer, form the largest and smallest numbers from its digits, and then subtract these two numbers Kaprekar's constant of 6174 is notable for the following property: 1) Take any four-digit number with at least two digits different 2) Arrange the digits in ascending and then in descending order to get two four-digit numbers, adding leading zeros if necessary 3) Subtract the smaller number from the bigger number 4) Go back to Step #2 --- mathsisfun com definitions kaprekars-constant html--- mathnasium com math-centers elsegundo news 6174-an-interesting-numberinfinitemathworld com unveiling-the-mystery-understanding-the-kaprekars-c MSN Stay updated with the latest international news, sports results, technology updates, entertainment stories, photos, and videos on MSN Kaprekar’s constant, 6174, is one of the most fascinating numbers in mathematics Discovered by Indian mathematician D R Kaprekar in the 1940s, this four-digit constant has captivated math enthusiasts and casual learners alike View and follow news for your favourite topics on MSN vedicmathschool org why-is-6174-magic-numberKaprekar's constant, or 6174, is a constant that arises when we take a 4-digit integer, form the largest and smallest numbers from its digits, and then subtract these two numbers brilliant org wiki kaprekars-constantWe reached 6174 again! A very mysterious number When we started with 2005 the process reached 6174 in seven steps, and for 1789 in three steps In fact, you reach 6174 for all four digit numbers that don't have all the digits the same It's marvellous, isn't it? Kaprekar's operation is so simple but uncovers such an interesting result *KAPREKAR'S CONSTANT* The number 6174 is really a mysterious one At first glance, it might not seem so obvious But as we are about to see, anyone who can subtract can uncover the mystery that makes 6174 so special To begin with, choose a four digit number, where the digits are not all the same (that is not 1111, 2222, ) MSN offers a customizable collection of trusted news, sports, entertainment, weather, and lifestyle content combined with popular services like Outlook and Skype View and follow news for your favourite topics on MSN Stay informed with Canadian and global news, sports, entertainment, finance, weather, travel, health, and lifestyle updates on MSN Why is 6174 considered a magical number? So, here’s the most important part for which you all must be waiting, whatever rules I mentioned above how it would work so let’s take a quick example and see whether we would really get surprised by the results math stackexchange com questions what-is-the-logic-behind-kaprekars-constantplus maths org content mysterious-number-6174math info Misc Kaprekar_Constant_6174 Stay updated with customizable news, sports, entertainment, weather, and more, integrated with popular platforms like Outlook, Facebook, Twitter, Bing, and Skype The best known is probably that related to the number 6174, sometimes called Kaprekar’s constant If we take the four digits of 6174 and form two new numbers by arranging them in descending and ascending order, we get 7641 and 1467 Subtracting, we get 7641 – 1467 = 6174, the number we started from This is no great surprise

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