Awesome - the answer is A.
I love it when there's more than one aproach (so often the case with GMAT questions)
Here's my solution as well:
If there are 12 teams then there are 12C2 (66) games played. If all of the games had ended with one team winning (no ties), the total number of points given to all teams would have been 66x3=198. So, we can conclude that some games ended in a tie.
Notice that if a game ends in a tie, a total of only 2 points are given to the teams (1 point less than the points given when a game is won). So, for every winning game that we replace with a tie game, the total number of points given to the teams decreases by 1.
If no games end in a tie, a total of 198 points are given. So, a total of 185 points means that there were 13 ties (198-13=185).
The answer is A
Brent Hanneson - Creator of GMATPrepNow.com
