The NYT reports on a scoring quirk of the admissions exam.
Gothamist
points out the following quote:
According to American Guidance Service, 52 students - or one-fifth of 1 percent of the more than 25,000 eighth graders who took the test last year - scored perfectly on one part. Of these students, one scored in the 50 percentile on the other part
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I wonder what the overall distribution of scores is, though, and where the average score lies. It's got to be very low, for only what eight hundred people to get in of over twenty-five thousand taking the test.
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The article's tone makes it pretty clear that the NYT thinks there are issues with the way the test is scored. Although as apotwixx notes, most of us don't really mind...
I think it becomes more of an issue with the schools that have been tacked on past Brooklyn Tech. Even with the new schools, though, I think they're letting less than 50% of people who take the test get in. (30%? 40%?) A current test prep book probably has those cutoffs...
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Vastly less, I'd say. What, twenty-five thousand people take the test, for maybe five thousand spaces total, all told.
Mostly what annoys me about the article is that they barely mention that it's not privileding *math* per se, but rather, either side of it.
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I barely got into the school (I think I might have beat the cutoff by 2 points if I was lucky), and I know I was somewhere in the bottom half of my graduating class. But as Ms. Schmidt famously said to my mother on open school night, "I like Danielle because she doesn't care about her grades, unlike most Stuy students she's really in it for the learning." That wasn't exactly true- I liked learning but I was too lazy to go for the high grades. That hasn't exactly changed.
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I got in to Stuy by 3 points, but ended up in the top 75-80% of the class.
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Granted, the scoring shouldn't be emphasized as much as content, but it should at least be a factor...
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