number when divided by 17 leaves remainder 3 and when divided by 16 leaves remainder 10 and is divisible by 15
find the smallest number in the series
i tried the conventional method but it gave me wrong answer so please help
number when divided by 17 leaves remainder 3 and when divided by 16 leaves remainder 10 and is divisible by 15
find the smallest number in the series
i tried the conventional method but it gave me wrong answer so please help
By the Chinese Remainder Theorem, the number is $x=3930$, which is unique modulo $4080$.