NCAA APR Numbers Released (no B1G MBB/FB programs in jeopardy)

[SelectionSunday]

Not sure if this has been posted. USA Today has the APR numbers for all Division I schools and their programs. Here's the breakdown for B1G men's basketball and football programs. 930 is the cut-off point. No B1G programs are flirting with that number.

http://www.usatoday.com/story/sport...c-progress-rate-football-basketball/27997971/

Men's Basketball
1. Indiana (1000)
2. Michigan (995)
T-3. Minnesota (985)
T-3. Purdue (985)
T-3. Wisconsin (985)
T-6. Illinois (984)
T-6. Rutgers (984)
T-8. Michigan State (975)
T-8. Ohio State (975)
10. Northwestern (974)
11. Iowa (973)
12. Penn State (970)
13. Nebraska (950)
14. Maryland (948)

Football
1. Wisconsin (998)
2. Northwestern (992)
3. Michigan (990)
4. Nebraska (985)
5. Rutgers (980)
6. Indiana (977)
7. Minnesota (975)
T-8. Maryland (973)
T-8. Michigan State (973)
T-8. Ohio State (973)
T-8. Illinois (973)
12. Iowa (966)
13. Purdue (964)
14. Penn State (956)

 

[scher215]

That's pretty impressive by Men's basketball. Wow.

 

[SelectionSunday]

Forgot to mention, this APR period covers the 2010-11, 2011-12, 2012-13, and 2013-14 academic years. That means 3 years of Jerry Kill (1 of Tim Brewster) and 1 year of Richard Pitino (3 of Tubby Smith).

 

[Sparlimb]

I'll be more interested in next years number since we know the last year of Brew was bad...

Impressive results by Sconnie. At least the Badgers appear to be going to class.

 

[SelectionSunday]

APR numbers over a longer period of time (men's BB)

http://www.cbssports.com/collegebas...ntinue-to-be-the-top-power-conferences-in-apr

 

[bleedsmaroonandgold]

So if Indiana is at 1000, does that mean that they had a perfect single year score for four years straight?

 

[Gopher Warrior]

So if Indiana is at 1000, does that mean that they had a perfect single year score for four years straight?

Yes. It's a good example when considering what the APR means and what it doesn't mean. You can have a lot of "issues" in your program and still get a perfect APR score. You can have no great students in your program and still get a perfect APR.

APR is good for measuring how close you are to penalties affecting the program; after that, the relevance is debatable.

 

[go_gophers]

Yes. It's a good example when considering what the APR means and what it doesn't mean. You can have a lot of "issues" in your program and still get a perfect APR score. You can have no great students in your program and still get a perfect APR. APR is good for measuring how close you are to penalties affecting the program; after that, the relevance is debatable.

Thanks, GW. I genuinely appreciate these contributions!