Can money buy you a higher GPA?
economix.blogs.nytimes.com
economix.blogs.nytimes.com
The solution should not be to make science classes easier or less work, but to increase the difficulty of humanities courses. The culture of hard work is important to establish, whether you are a humanities student OR a sciences student.
As a science student, I routinely loaded my schedule with humanities courses and hardly had to spend time on them (for the most part). There is no good reason why these courses were so easy in comparison to science courses, in my opinion.
And yes, I agree that decreasing the average GPA in humanities classes is better, but you're ignoring one thing; students are horrible complainers. If you give them a poor grade, they will whine and wheedle. If it's on a test, and their answers are demonstratively false, they have no room to argue. If it's a paper, they will plead and annoy you until the cows come home.
Simply put, poor grades in a science class are much more defensible because science isn't as subjective. It's hard to grade hard in a humanities course.
The idea of being evaluated as an average of every class for the length of the entire course would fill most people here with absolute horror - it being fairly common for people to scrape through the first year of a course and then do really well in the later years.
[NB Degrees in Scotland are 4 years because entrance is based on exams that are done a year earlier than in England, either that or to allow for the extra drinking that is required].
I will say, that one of the major differences between the US and the UK is no one really gives a toss about where you went to school and what you studied in the US. On my CV I still list my school and major, but it's a footnote, right above my interest in photography and basketball. American recruiters rarely ask me about it, and UK recruiters think it's almost as important as my javascript knowledge.
* I hate the term because it is so often used as if to imply that if the students at a university do too well, the explanation cannot be the merit of the students, but that the courses are necessarily too easy. If getting 95% on an exam represents a high level of learning/knowledge/work, and all of the students score 95%, they should all get A's. Professors sometimes attempt to combat "grade inflation" by giving ridiculously hard exams (coughAndrew Ngcough), but IMO all this does is bring to the fore uninteresting factors like how well one performs under time pressure, or how quickly one can perform arithmetic, or whether one has a photographic memory.
Agreed. I am not a fan of the testing strategy where the average is a whopping 30% and a curve is used to bring scores back within the normal letter grade buckets. Testing relative performance at this level encourages students to study exclusively "to the test". It reaches the point where gaining inside knowledge about the possible contents of the next exam by hounding professors/TA's or analyzing a friend's exams from last semester takes precedence over comprehensive learning, since the difference between a C and an A can be as tiny as predicting the presence of one particular question and nailing it from rote memorization. Such a deep curve also discourages students from studying collaboratively, since getting a good grade relies on X other students getting a worse score.
Having been to a private liberal arts college, the environment is extremely rigorous. You can get the same sort of thing at state schools, but you have to be in the honors programs. I'd be interested to see if there are honors-track programs at the larger public schools that show the same "grade inflation." But because the public school is self-contained, the effect, that students in some classes consistently receive higher GPAs, is hidden.
I would bet differently, having checked the evidence.
http://www.businessweek.com/magazine/content/03_27/b3840045_...
http://www.educause.edu/ir/library/pdf/ffp0621.pdf
http://www.educause.edu/ir/library/pdf/ff0615S.pdf
http://www.tcf.org/Publications/Education/carnrose.pdf
http://www.tcf.org/Publications/Education/kahlenberg-affacti...
http://harvardmagazine.com/2005/05/a-thumb-on-the-scale.html
http://www.theatlantic.com/doc/200511/financial-aid-leveragi...
http://www.thecrimson.com/article.aspx?ref=510012
http://www.equaleducation.org/commentary.asp?opedid=1240
http://www.jkcf.org/assets/files/0000/0084/Achievement_Trap....
http://www.reason.com/news/show/123910.html
The most disadvantageous position to be in, in United States college admission, is to have little money. Low-ability, high-income college applicants fare much better in the application process (they end up with more and better choices of colleges) than high-ability, low-income students.
P.S. The submitted article, contrary to the HN submission title, refers only to grade averages at college, but I think there is also considerable evidence, for which I have fewer convenient citations,
http://www.amazon.com/Wad-Ja-Get-Grading-Game-American-Educa...
that higher-income, lower-ability high school students tend to enjoy better grades than their lower-income, higher-ability classmates. Teachers respond to signs of wealth.
Another problem is that being a slightly-less-crappy student in a crappy class will give you a better z-score than being a great student in an excellent class.
So should we punish people based on who happened to be in their class with them? That makes sense if you're picking cofounders or sports teammates or something else that probably doesn't really matter, but the entire point of school is to teach. It is not merely preparation for the job market, although some jobs still require a modicum of education. It is not a social club where you network your way into a startup. It is not a way to display your superior intelligence.
Schools are good or bad based on how well they teach material, not on how well they thin the herd or propel their students towards some illusory goal.
Cornell publishes median grades, and they "estimated" the mean GPA from the medians. As far as I know, there's no statistically valid way to do that. You would have to assume a normal distribution, and I know for a fact that many of the courses do not have one.
There could be a systemic bias if private schools differ in the way they report their data. For instance, are public schools required to report mean GPAs, whereas private schools can cherry pick their data?