A couple of background concepts:
Since the first part of the RPI formula is the only portion of concerned with Wins and Losses (25%) and I'm not changing any opponents (75%), I can switch around some W and L to see how it impacts our final RPI.
So, i took our schedule as it was and scheduled out every game according to it either being 0.7, 1, or 1.3 depending on if it was a home game or road game W/L. That left me with an adjusted winning percentage of 38% (18.6 - 30.3).
So, I then manipulated our season results to come up with this sensitivity analysis:
I honestly don't think we make the tournament under any of the scenarios I listed above. So, the next time someone starts talking about "All we have to do is win" with regards to our RPI formula - that's not the case. Even if we go undefeated outside of SEC play, we finish with an RPI of #56. Maybe we're on the bubble, maybe we are not.
- The Baseball RPI Formula is basically [(25% where did you Win or Lose) + (75% who did you play)]
- Home Games = 0.7 (win) and 1.3 (loss)
- Neutral site games are 1 (win) and 1 (loss)
- Away Games = 1.3 (win) and 0.7 (loss)
Since the first part of the RPI formula is the only portion of concerned with Wins and Losses (25%) and I'm not changing any opponents (75%), I can switch around some W and L to see how it impacts our final RPI.
So, i took our schedule as it was and scheduled out every game according to it either being 0.7, 1, or 1.3 depending on if it was a home game or road game W/L. That left me with an adjusted winning percentage of 38% (18.6 - 30.3).
So, I then manipulated our season results to come up with this sensitivity analysis:
I honestly don't think we make the tournament under any of the scenarios I listed above. So, the next time someone starts talking about "All we have to do is win" with regards to our RPI formula - that's not the case. Even if we go undefeated outside of SEC play, we finish with an RPI of #56. Maybe we're on the bubble, maybe we are not.