<p>I will be a senior next year and have already submitted my application to UT with 'Undeclared Business' as my specified major. I have automatic acceptance to UT Austin because I am ranked 9th in my class out of 600 (top 2%). However, I am fully aware that this does not mean I will be guaranteed admission into the school of my choice. I am starting to worry because I know how competitive it is to get into McComb's. What are my chances of getting in considering my extracurriculars and academics?</p>
<p>I moved from a very small high school of about 400 students to one with over 2500 at the beginning of my junior year because I felt that I wasn't being challenged enough academically (that school had awful annual ratings and teachers didn't teach kids anything.)</p>
<p>I was 1st in my class at my old school.
I've maintained all A's throughout both high schools except for two B's in AP Psychology.
My weighted GPA is 5.5515.
Lots of different clubs; I was even in FFA for 2 years at my old school and was on 3 different teams.
Varsity Track and Cross Country (1 year each. Had to quit because of stress fractures in both legs)
JV Volleyball freshman year
Elected Senior Class Historian at my new school.
Appointed Business Manager for Yearbook.
Various volunteer activities (a little sparse in that area). The only long term one I had was for church.</p>
<p>On my expanded resume, I included "Business Endeavors." These were just a couple of hobbies that turned into paid ventures. For example, people pay me to do their hair and makeup for special events, and I also do some photography.</p>
<p>SAT: 1860. I'm cutting myself some slack on this score because I had no prior experience with SAT stuff before moving to my new school. I also didn't study a single minute. I'm retaking it in October though, and I'm going to study my ass off haha. I will also take the ACT next month which I have been studying for, and I think I'll do much better than the SAT.</p>
<p>AP Psychology: 5
AP English Language and Composition: 4
AP U.S. History: 3</p>