Question

♥♥ hi ...♥♥

What is kaprekar's constant law ????

♦no short answer
♦well -explained
♦examples must be provided

♥♥♥♥♥♥♥♥
$lets \: check \: your \: calibre$

Answer 1

hey dear mate here's your answer:-
Take any four digit number (whose digits are not all identical), and do the following:

Rearrange the string of digits to form the largest and smallest 4-digit numbers possible.Take these two numbers and subtract the smaller number from the larger.Use the number you obtain and repeat the above process.What happens if you repeat the above process over and over? Let's see...

Suppose we choose the number 3141.
4311-1134=3177. 
7731-1377=6354. 
6543-3456=3087. 
8730-0378=8352. 
8532-2358=6174. 
7641-1467=6174... 
The process eventually hits 6174 and then stays there!

But the more amazing thing is this: every four digit number whose digits are not all the same will eventually hit 6174, in at most 7 steps, and then stay there!

hope it fulfils all your need . if it's helpful mark as brainliest.