I'm a statistics geek and I thought a few people might enjoy this.
Our RPI is currently 0.5745, which is ranked 58th best. (You know this as our RPI is 58)
The breakdown of our RPI is as follows:
Record: (0.7143*0.25)= 0.1786
Opponent's Record: 0.5288 (108th), Our opponents have won just over 50 percent of their games overall. Our non-conference record, stunk.
(0.5288 * .50) =0.2644
Opponent's Opponents Record: 0.5260. Our opponents are playing crappy schedules as well.
(0.5260*.25)=0.1315
Factor 1: 0.1786
Factor 2: 0.2644
Factor 3: 0.1315
<span style="font-weight: bold;">Total RPI:</span> 0.5745
South Carolina's RPI is 0.5579, of that 0.1346 is their own fault. 0.2886 is their opponents (0.5772).
If we were to beat South Carolina, factor 1 would increase our RPI by 0.0024
Factor 2 is impossible to judge, although South Carolina would drop us a little, we have other opponents that could win or lose. Let's assume that our opponents keep their 0.5288 winning percentage. SEC opponents will cancel each other out, except when West teams beat East teams.
Factor 3 would increase our RPI by 0.0004
So if our opponents won 52 percent of their games Saturday, beating South Carolina would increase our RPI by 0.0028 to 0.5773, which would rank us 54th if everyone within 10 of us won. For every team ranked 48-57 currently that loses, increase this by 1 spot.
If we were to lose to South Carolina, factors 2 and 3 would change the same, but factor 1 would decrease our RPI by 0.0062 to 0.5683, which would rank us 68th if no one moved.
Our RPI is currently 0.5745, which is ranked 58th best. (You know this as our RPI is 58)
The breakdown of our RPI is as follows:
Record: (0.7143*0.25)= 0.1786
Opponent's Record: 0.5288 (108th), Our opponents have won just over 50 percent of their games overall. Our non-conference record, stunk.
(0.5288 * .50) =0.2644
Opponent's Opponents Record: 0.5260. Our opponents are playing crappy schedules as well.
(0.5260*.25)=0.1315
Factor 1: 0.1786
Factor 2: 0.2644
Factor 3: 0.1315
<span style="font-weight: bold;">Total RPI:</span> 0.5745
South Carolina's RPI is 0.5579, of that 0.1346 is their own fault. 0.2886 is their opponents (0.5772).
If we were to beat South Carolina, factor 1 would increase our RPI by 0.0024
Factor 2 is impossible to judge, although South Carolina would drop us a little, we have other opponents that could win or lose. Let's assume that our opponents keep their 0.5288 winning percentage. SEC opponents will cancel each other out, except when West teams beat East teams.
Factor 3 would increase our RPI by 0.0004
So if our opponents won 52 percent of their games Saturday, beating South Carolina would increase our RPI by 0.0028 to 0.5773, which would rank us 54th if everyone within 10 of us won. For every team ranked 48-57 currently that loses, increase this by 1 spot.
If we were to lose to South Carolina, factors 2 and 3 would change the same, but factor 1 would decrease our RPI by 0.0062 to 0.5683, which would rank us 68th if no one moved.