Sunday, January 26, 2014

Chapter 14 Response David Sands

Although only a minor detail, one thing that stands out from the chapter is the example of that ludicrous fill-in-the blank question: "Every rock contains a _______." I can't believe that anyone who knows anything about science or has any common sense about science education could compose such a question. It's as if the test creators expected the students to memorize the textbook word-for-word. There could be numerous correct answers for the question, almost all of which would be better than the expected answer of "story." If a professional geologist was given this test, he or she would not get the expected answer. I would be skeptical that this example is even real, except for the fact that I remember getting worksheets in middle and elementary school with similarly dumb questions.


I was also struck by the author's seeming leniency on cheating. The author's usual response to cheating is to make the student retake the test, sometimes for less credit. What is the disincentive to the student to cheat? If a dishonest student doesn't know the material and believes she is about to fail, why not gamble on lifting answers from a neighbor? The worst that will happen is she has to retake the test and might not get full credit. She wasn't expecting anywhere near full credit anyway.


As a math teacher, I have nearly always given tests where the student works out the problem. I can remember giving only one matching question, only because I felt that was the only practical way to ask the question. I have designed only one multiple choice test, and that was because of the practical necessity of covering a large amount of material and needing to be able to quickly score the exam. The students were initially excited by the prospect of a multiple choice test, thinking it would be easier. But, if I ever give another multiple choice, I have a dilemma. Such a test can be made extremely challenging by putting as possible choices answers students would arrive at by making common mistakes. Students expected they could solve the problem, and if they got it wrong, the solution they got would not be there, allowing them to go back and try to fix it. However, I have a good understanding of what mistakes they are likely to make and can put those choices. Therein lies the dilemma. Is that the right thing to do for a summative assessment? (I surely believe it is right for a formative multiple choice assessment, as it clearly points out to the teacher and students where the misunderstandings lie.)

4 comments:

  1. Agree totally with Dave's comment on cheating. If a student is allowed to retake the test then the original test can almost be a practice for the real exam. I compare it to being a peak at the answers. Seems like there shou

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  2. ld be tougher penalties than just less credit available to the student.

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  3. Math is a tough one. I agree with you that multiple choice is not the best way to go. In math, it's important to show your work so that the teacher can see where you are making mistakes. We always got partial credit for a problem if we were on the right track and just made a calculating error that got us the wrong answer.

    This also makes me think of my oldest son. He LOVES math and is really good at it. But he hates showing his work. He will write down the answer but when I ask him to show his work he cant. I will ask how he got the answer and he replies, "I did it in my head." He can't tell you how he got the answer...he just did. Should he be penalized for not showing his work if his answer is correct?

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  4. I think it's important to show your work in math. If in a real life setting I have seen people mess up at their math in the field which can bring on real world impacts. I have seen ground burned with fertilizers because someone did not pay attention to their math and could not show their calculations. So I think it is an important habit to develop. Just my opinion based on my own experiences.

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