At 09:25 AM 4/8/02 +1000, Alan McLean wrote:

>Eventually I realised that assignments are simply inappropriate as
>assessment tools for large classes. They work fine as learning tools -
>if you can get the students to do them as such! - and they work fine for
>a small class (under 10). For large classes they are simply nonrandom
>number generators.

i find this hard to believe ... seems to me that the problem is with the 
graders ... not being able to figure out a systematic way to handle the 
assignments ... why is this a problem of THE assignment? or the student 
doing the assignment?

i agree that in large classes, it is difficult for instructors to deal with 
these sorts of activities ... but, let's not fault the activity ...




>(You might pick up a certain emotional tone to this email......)
>
>Regards,
>Alan
>
>
>Tristan Miller wrote:
> >
> > Greetings.
> >
> > On Sun, 7 Apr 2002, Glen Barnett wrote:
> > > Assuming you *can* take average student abilities across classes as equal
> >
> > Who said that we are sampling across classes?  I was thinking of the case
> > where the assignments from a single large class are randomly divided among
> > several graders for marking, and one of the graders is an outlier.
> >
> > > there are a variety of ways you might match mean and s.d.,
> > > but the obvious one is the linear transformation you get by
> > > multiplying the B group's marks by the ratio of standard deviations (r
> > > = s_A/s_B, making the new sd equal to s_A), and then adding the
> > > difference d = x_A - r x_B.
> >
> > Thanks, this is exactly what I'm looking for. :)
> >
> > On 6 Apr 2002, Jay Warner wrote:
> > > I would be more concerned that the graders can interpret the answers
> > > in such blatantly different ways.  Perhaps the students do the same,
> > > which begs the question of the precision & usefulness of the
> > > questions.  Reviewing the questions with your graders might tighten up
> > > your (instructor's) part of the process.
> >
> > I am aware that the best solution in this case is preventative rather than
> > corrective, but unfortunately situations do arise where the damage has
> > already been done, and redesigning or remarking the assignment is not
> > practical.  In such cases the regulations of my university mandate a
> > linear scaling of the affected grades, hence my query.  I hope that my
> > assignments will be so clearly specified and my markers so clearly
> > instructed that I will never have need of such a scaling, but I wish to be
> > prepared for all possibilities.
> >
> > --
> > \\\  Tristan Miller
> >  \\\  Department of Computer Science, University of Toronto
> >   \\\  http://www.cs.toronto.edu/~psy/
> >
> > .
> > .
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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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