Posted on 04/16/2010 7:33:18 AM PDT by SeekAndFind
I like that approach. While the student thinks that they are getting something of a "freebie" (or a half-freebie), what they are actually doing is learning the subject material. Which satisfies the purpose of the class.
Speaking of learning to study (this was some 15+ years ago), my Econ 101 instructor allowed us to create a 'cheat sheet' for one of our tests, but the rule was that we could only use one sheet of paper. I got several chapters of information on one sheet. She commented that I had rewritten the whole textbook.
I took her for Econ 102 also - she only allowed an index card for that test. :-)
Anyway, it turns out that I barely needed to look at the cheat sheet. By creating it, I solidly planted the logic and information into my own mind. In the process of making the sheet, I was learning the material.
True - at minimum, the curve is moved so that B is the new "average". Or, it is a very lopsided bell with a distribution something like 10% A, 40% B, 50% C, and 10% D or E/F.
I obviously royally screwed up the formatting on my last reply!
Anyway, it's fairly obvious why using a true Bell curve wouldn't work very well in academia - a student could potentially get 98% of the material correct and still fail.
My wife is a college science professor who worked very hard for her PhD. When she grades, she will frequently throw out a question if most or all of the students missed it, because it points to a deficiency on her end of the equation, not on the students'.
Anyone can write a test in which the students are guaranteed to pass. Equally, anyone can write a test in which the students are guaranteed to fail. When 90% of the students in a freshman level general Intro to Biology class are failing, it would appear that the teacher is either failing to teach or intentionally writing the tests so that students will fail.
My wife uses much the same technique. What I've found interesting is that the students who need the points the least are typically the ones who will do the work to get the points back. IOW, the student who fails with a 60 typically won't turn in the corrected test, but the student with a 95 will.
My good students almost always take advantage of the “freebie.” But a surprising number of my other students do too. I do it for another reason, too. Only 20% of this class grade is computed by test grades. It’s a hands-on class where there must be a lot of presentations. I’ve found that if students start out with a low test grade that they get discouraged thinking that they will make a low grade in the class no matter what they do. I don’t want that, so it helps all of us if they have the opportunity to do reasonably well on the first test.
That’s quite a “cheat sheet!.” I’m not the least bit surprised that you learned a lot by putting it together. Smart teacher, smart student!
“When she grades, she will frequently throw out a question if most or all of the students missed it, because it points to a deficiency on her end of the equation, not on the students’.”
That’s what I do too — if 70% get it wrong, the question goes. But there have been times that it just means that 70% of the students didn’t read the text, because it was something in the text but not highlighted in a lecture.
Twigs, I have enjoyed reading your posts. I teach math, part time now, at the local community college and use much the same approach.
And if 90% of my students were failing I would take a very long look at myself, probably first.
I also do teach them how to take tests and deal with test anxiety.
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