MathDB
4-digit number so that with his reverse one is divisible by 101

Source: Caucasus 2015 7.1

April 26, 2019
number theoryDigitdivisibleSum

Problem Statement

Does there exist a four-digit positive integer with different non-zero digits, which has the following property: if we add the same number written in the reverse order, then we get a number divisible by 101101?