Yes. To calculate the odds of playing at least 1 game out west, one calculates the odds of having none of the 4 road games out west and subtracts that from 100%. For the first road game, it’s 12 out of 16 teams that aren’t, for the second one (assuming the first one wasn’t), it’s 11 out of 15, and so on. So it comes out at 72.8%. Some of the scenarios in a random scheduling of 4 road games includes multiple games out west, but the easiest calculation is to determine what percentage has ‘at least 1’ west coast road game. The odds of having all 4 non-TTUN road games out west, if they were assigned randomly, would be 4/16 * 3/15 * 2/14 * 1/13, or 24/43,680, or 0.055%.Throw all the math at me you want. I'll either get it or I won't.
In this case, I don't get it. 12/16? The 16 is the number of non-TTUN teams that Ohio State can play. 12 is the number of teams that aren't out west? Then, I guess once you succeed that roll, there's 15 more teams, 11 of which aren't out west, and so on...?
The assumption that there would be 4 road games each year, not counting The Game, was also made to keep things simpler.
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