- Joined
- Aug 11, 2006
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I agree, you cannot justify asking the professor for a bump in the grade.
If there is a shady question that may have more than one answer to it, you should ask about it right then, not at the end of the semester.
As for the argument concerning measuring how much material has been learned by a .5% margin, this is a valid argument in hindsight because no grading system is perfect. A grading system cannot 100% correlate with the amount of material learned in the class. So if you look at it one way, you have actually learned .5% more than what your absolute grade is.
But what you haven't considered is this. Especially in coursers with multiple choice tests, a professor could argue that you probably guessed on a few questions that you didn't know the answer to, so you got them right anyway. Or even in a course where full support must be shown for every question on the test, there still is a possibility that anyone could have been able to cheat on one or two answers. Or there is also the possibility that your support for an answer is just a regurgitation of the same answer to an exact problem you saw in the text book or another source, when you really didn't understand the concept behind the question.
It is very likely that at least ONE of these scenarios happened so the professor could easily argue that you have learned .5% LESS than what your absolute grade is.
So if you try to argue that the system is imperfect, it can swing both ways.
The only time I would argue the professor to reconsider the grade is if a question on an exam is extremely shady and you have a good case against it. But like I said before, that should have been talked about immediately after the test and not at the end of the semester.
If there is a shady question that may have more than one answer to it, you should ask about it right then, not at the end of the semester.
As for the argument concerning measuring how much material has been learned by a .5% margin, this is a valid argument in hindsight because no grading system is perfect. A grading system cannot 100% correlate with the amount of material learned in the class. So if you look at it one way, you have actually learned .5% more than what your absolute grade is.
But what you haven't considered is this. Especially in coursers with multiple choice tests, a professor could argue that you probably guessed on a few questions that you didn't know the answer to, so you got them right anyway. Or even in a course where full support must be shown for every question on the test, there still is a possibility that anyone could have been able to cheat on one or two answers. Or there is also the possibility that your support for an answer is just a regurgitation of the same answer to an exact problem you saw in the text book or another source, when you really didn't understand the concept behind the question.
It is very likely that at least ONE of these scenarios happened so the professor could easily argue that you have learned .5% LESS than what your absolute grade is.
So if you try to argue that the system is imperfect, it can swing both ways.
The only time I would argue the professor to reconsider the grade is if a question on an exam is extremely shady and you have a good case against it. But like I said before, that should have been talked about immediately after the test and not at the end of the semester.