Regarding @kvnzhangyay 's stats and Blinn offer, and others like him/her –
I am a complete nobody and have no connection to college admissions, so take what I am about to say with a grain of salt. … But, I have read a lot about college admissions, in general, and I have read a lot of CC posts over the years, and I just wonder if a high standardized test score combined with a less than stellar GPA may actually hurt students a bit in college admissions.
A 2300 SAT and a 3.6 GPA may look like under-achieving. A student with that combination may appear to be less ready for college in terms of initiative, self-discipline, drive, etc. A 2300 is a super high score. Generally, a student who is able to achieve a score like that is also able to earn a 4.0 and graduate towards the top of his or her class. If the student didn’t do so, college admissions may wonder why.
All colleges – ALL colleges – want to place students who will be successful at their school (as well as in life after they graduate). And a combination of stellar test scores with a less than stellar gpa and/or class rank may demonstrate a lack of college readiness. That student becomes an unknown. Will the student be successful in college? Maybe – high test scores. But maybe not – lower than expected gpa.
In the case of A&M, Blinn Team may seem like the best fit for a student with those kinds of stats, because Blinn can serve as a proving ground. It’s not that a student with that combination is being “punished” with a Blinn Team acceptance, but rather that admissions has decided that Blinn Team will provide the greatest chance of success for that student, and that opportunity to succeed will serve not only the college, but also the individual student. When looked at in that way, a Blinn offer is kind of a vote of confidence. The alternative would be a rejection.
Blinn Team can be a good thing and serves many students well. But I do understand any disappointment a student may initially feel when declined a full admission.
(I can think of at least one other explanation as to why a standardized test score may be uncharacteristically high compared to other stats, but I think and hope that those cases are few and far between. Either way, the student may be thought of as a gamble.)
My best to all!