Question

If 0 was in column a 1 in column b 2 in column c 3 in column d 4 in column e 5 in column f 6 in column g 7 in column a etc. in which column would 500 appear in

$\begin{array}{|c|r|r|} \hline & n& n \pmod 7 \\ \hline a & 0 & 0\\ b & 1 & 1\\ c & 2 & 2\\ \color{red}d & 3 & \color{red}3\\ e & 4 & 4\\ f & 5 & 5\\ g & 6 & 6\\ \hline a & 7 & 0\\ b & 8 & 1\\ c & 9 & 2\\ d & 10 & 3\\ e & 11 & 4\\ f & 12 & 5\\ g & 13 & 6\\ \hline \dots &\dots & \dots \\ \color{red}d & 500 & \color{red}3 \\ \hline \end{array}$

500 appear in d

Depends..... does your table go all the way to 'z' and then wrap around?  Or does it continue on past 'z' with new lettering scheme? Or does it wrap around at 'g'  ?

Thanks for both those great answers.

I am going to interprete it a little differently and let the alphabet go through to z

500 divided by 26 = 19 remainder 6

Only  the remainder is of any interest to us.  6 is g

My answer is not better than Heureka's, we have just that we have interpreted the question differently :))