Divisible by 3?

Note that we are trying to divide by $3$ , a number which divides the base we are working in, base $12$ . Because $3$ divides $12$ , all digits except the first won't affect divisibility (think of dividing by $5$ in base $10$ , or dividing by $2$ in base $10$ ). Thus, we look at the last digit, and it is divisible by $3$ , making the number divisible by $3$ .

Base 12 thus we have to look at last digit. Simply It being 6 the no is divisible by 3. Just don't get afraid of the long no. Build confidence and there you go

Since we are working in base 12, you only need to look at the last digit, and if it divides by 3 then the number divides by 3. Since the last digit is a 6, $\boxed{yes}$ the number divides by 3.