<p>Hello everyone. I know this is just another chance thread, but I would really appreciate it if you guys could gauge me. </p>
<p>Asian male</p>
<p>Major: Computer Science at LSA (regular/rolling decisions; Is UMichigan rolling or regular? I've heard conflicting reports) </p>
<p>3.87 GPA, School does not rank</p>
<p>I come from a pretty competitive public high school OOS that sends around 10-20 people to Ivies and top tier colleges each year</p>
<p>SAT I: 2340 single sitting (760 CR, 780 Math, 800 Writing, 11 essay); super scored would be the same except the 11 would be a 12 essay</p>
<p>I have taken all honors classes since freshman year</p>
<p>AP classes taken:
(Junior year)
AP English I, AP Biology, AP US History</p>
<p>(Senior year)
AP English II, AP Physics C, AP Macroeconomics, AP Calculus AB</p>
<p>Mu Alpha Theta (11th, 12th)
Model Congress (9th, 10th) Outstanding Large Delegation Award for both years at Rutgers Model Congress
Model United Nations (11th) Outstanding Large Delegation Award at Rutgers Model United Nations, Resolution of Commendation at Philadelphia Model United Nations
Cross Country JV (11th)
I had a job at a laser company reviewing and editing company records and documents to make sure everything was in order, no information was missing, etc. for audits for the summer of ’11
64 hours of volunteer service at a local Chinese school helping teachers and students </p>
<p>AP Scholar Award
Honor Roll since freshman year
Commended for the PSAT by National Merit Scholarship Corporation </p>
<p>Recommendations: From a physics and pre-calculus teacher; I think they will be good.
Essays: I think my Common App essay and short answer were written pretty well, but that's completely subjective.
UMichigan's supplemental essays: Working on them.
Hooks: None</p>
<p>Thank you very much for reading and good luck to all who are applying!</p>
<p>Also, a question in general if you don't mind: When applying to a school, do the admission committees compare applicants by major? If not, how do they make sure they have an even distribution of people with each major?</p>