$$M$$ is a three$$-$$digit number with a $$0$$ in its tens place, and $$S$$ is the sum of all digits in $$M$$\emph{.} If $$M=67\times S$$, what is the result when the number obtained by reversing all digits of $$M$$ is divided by $$S$$? 
Overseas Competition->Knowledge Point->Number Theory Modules->Place Value and Number Bases->Applying the Principle of Place Value