How do athletic scholarships work at the college level? Is there a certain dollar amount for each sport?
-
The reason I ask is for hockey of course. If a university added CCHA program would the scholarship for hockey take away from other sports? (i.e. football) How are scholarships distributed generally within an athletics program at a Division I school? How many scholarships could hockey commandeer at a Division I school?
-
Answer:
NCAA rules limit the number of hockey scholarships to 16 a year per team (all divisions). A team can offer anywhere from 0 (Harvard, Princeton, Brown, Yale, Cornell, and Dartmouth) to the full 16 (Minnesota, Michigan, Wisconsin). Under NCAA rules, scholarships are permitted to pay tuition, books and room and board ONLY. No extra money for food allowances, incidentals, is permitted. Since the cost of tuition, books and room and board varies from school to school (and within schools depending on whether student is in-state, out of state, out of cuntry, etc) there is no set dollar amount. Schools generally only add programs when there is enough money to pay for them. In your example, the major television networks pay enough money to the NCAA for football coverage to keep their endowment funds full, and a football scholarship will never be displaced by a hockey scholarship (not even at Minnesota). Theoretically, at any one time, a Division I school can have 64 players under a hockey scholarship (252 for football, 44 for basketball, etc). Some things to consider - most Hockey East/ECAC schools require you to meet academic requirements prior to being offered an athletic scholarship - Ivy League universities don't offer athletic scholarships, they do offer academic scholarships to brainy athletes (the average entering marks and SAT scores are 21% higher at Ivy League schools than other Div 1 schools for hockey....47% higher for football) - the University of Minnesota ONLY offers hockey scholarships to Minnesota residents, and only allows try-outs to American citizens (the last Canadian to play for the University of Minnesota hockey team was in 1963 - I can't confirm this, but that is what the school claimed in some recent literature) - competition for hockey scholarships is fierce, it is the only NCAA team sport in Division I that has an average GPA over 3.00. Over the last 15 years, the average entering GPA for hockey players (scholarship and non-scholarship) has varied between 3.28 (1996) and 3.61 (2002). Over the same time period, the highest average entering GPA in football has been 2.89 and in basketball 2.85
Kevin at Yahoo! Answers Visit the source
Other answers
Like I am is right, but don't get discouraged. Very rarely do schools end up using all sixteen for full scholarships, They might have one or two on full rides, then many kids on half a scholarship or a quarter of one, or even just books, this way they can attract more students instead of just 16.
bretsayz
Related Q & A:
- How do I scroll to a certain widget in a QScrollArea?Best solution by Stack Overflow
- How do I find a certain seller on Amazon?Best solution by blog.ordoro.com
- How do Scholarships work?Best solution by Yahoo! Answers
- How do I ask for a certain salary at a job interview?Best solution by Quora
- How do I forward a COPY of an email from a certain contact to another address?Best solution by support.office.com
Just Added Q & A:
- How many active mobile subscribers are there in China?Best solution by Quora
- How to find the right vacation?Best solution by bookit.com
- How To Make Your Own Primer?Best solution by thekrazycouponlady.com
- How do you get the domain & range?Best solution by ChaCha
- How do you open pop up blockers?Best solution by Yahoo! Answers
For every problem there is a solution! Proved by Solucija.
-
Got an issue and looking for advice?
-
Ask Solucija to search every corner of the Web for help.
-
Get workable solutions and helpful tips in a moment.
Just ask Solucija about an issue you face and immediately get a list of ready solutions, answers and tips from other Internet users. We always provide the most suitable and complete answer to your question at the top, along with a few good alternatives below.