High School Guide: Admissions, reviews, and advice
in Students & Teens ·
Adam Diaz67 said:Yeah. Basically, on the higher level, there are just two problems that would count as a 3 in high school. I hope that makes more sense now. You make the exam harder just to differentiate those top-tier candidates. So, someone who had an A in high school could realistically pull a B here, but if you want that A, you actually need to know how to tackle competition-level problems.
And yeah, you need a 50% score on the exam to pass. Anything less than that is just nonsense.
Anyway, check out that video from the previous page. Ford used a 50% passing threshold, and then everything followed a standard bell curve. That’s why you end up in a situation where you need 50 points to pass, but once you hit 52, people are already seeing Bs. When you don't have a set minimum and just go strictly by the Gauss distribution, it's easy to end up with a scenario where 25% is enough for a D, but you might need something like 60% to get an A. Sorry, but that's just statistics, it has nothing to do with how smart anyone is.
What's actually nonsense is your suggestion that someone with a C average in high school can't pass the advanced math exam without having B-level knowledge—or that you need to be a mathlete just to graduate with an A.
Adam Diaz67 said:Yeah. Basically, on the higher level, there are just two problems that would count as a 3 in high school. I hope that makes more sense now. You make the exam harder just to differentiate those top-tier candidates. So, someone who had an A in high school could realistically pull a B here, but if you want that A, you actually need to know how to tackle competition-level problems.
And yeah, you need a 50% score on the exam to pass. Anything less than that is just nonsense.
Anyway, check out that video from the previous page. Ford used a 50% passing threshold, and then everything followed a standard bell curve. That’s why you end up in a situation where you need 50 points to pass, but once you hit 52, people are already seeing Bs. When you don't have a set minimum and just go strictly by the Gauss distribution, it's easy to end up with a scenario where 25% is enough for a D, but you might need something like 60% to get an A. Sorry, but that's just statistics, it has nothing to do with how smart anyone is.
On one hand, you've got freshman year at a university where they've already hand-picked the students, and traditionally, a huge chunk of them get weeded out in the first semester anyway. For those students, the whole goal is just survival—just trying to pass. The whole debate about retaking exams is a total rabbit hole.
On the other hand, you've got the national SATs, which everyone in the country takes, where the priority isn't necessarily the specific score, but ranking high enough to get into a decent college.
The demographics, the type of test, and the motivation couldn't be more different.