"Robert J. MacG. Dawson" wrote:
> 
> Alan McLean wrote:
> >
> > A number (>10!) of years ago I directed a subject with assignments and
> > of course had this problem. (I say of course because there is always
> > some variation among markers!) I went through an incredible amount of
> > heart burn, trying to do the best thing for the students. I started by
> > taking into account both class means and class standard deviations,
> > using the linear transformation referred to before. Then I decided that
> > the SD had very little variation, and simply leveled the class means.
> 
>         Our usual solution in my department is (unconsciously?) based on the
> dictum that a good experimental design ahead of time is better than
> fancy fudging afterwards.
> 
>         We rotate the graders among the sections by week, so that each student
> gets graded roughly the same number of times by each grader. (We also do
> the same thing on the final exams, with each instructor grading one or
> more questions across the entire multisection course.
> 
>         We also remove confounding variables by not grading the assignment, but
> a weekly quiz based on the assignment. [However, in many courses it is
> not a pure quiz, but a part of the learning process in which they are
> permitted to ask for hints and have work checked before submitting it.
> Then they get 85% of their course grade from strictly-invigilated,
> closed-book or limited-note exams.  It seems to work.]

This sounds suspiciously like corroboration of my observation that the
proper role of assignments is in learning - then use a quiz, test or
exam for the actual assessment.

Alan


> 
>         -Robert Dawson
> .
> .
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-- 
Alan McLean ([EMAIL PROTECTED])
Department of Econometrics and Business Statistics
Monash University, Caulfield Campus, Melbourne
Tel:  +61 03 9903 2102    Fax: +61 03 9903 2007

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