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69 lines
4.4 KiB
HTML
<p align="center"><b>Comparison of Assessments</b></p>
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<p>In an exercise it is usual for a piece of work to be assessed twice. A
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student assesses their work before submitting it and the teacher then
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(re)assesses the work. The teacher's assessment uses the student's
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assessment as the starting point. An exercise allows the teacher to award
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a proportion of the grade to the student's assessment, the remainder of
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the grade is allocated to the teacher's assessment of the work. (The
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maximum grades for these are called "Grade for Student
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Assessments" and "Grade for Submissions" respectively.) Note
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that the grade from the student's assessment is not used. The student's
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assessment is given a grade based on how well it matches the teacher's
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assessment.</p>
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<p>The degree of agreement between the student's and teacher's assessment is
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based on the differences between the scores in individual elements
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(actually the squared differences are used). The mean of these differences
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must to converted into a meaningful grade. The "Comparison of
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Assessments" option allows the teacher a degree of control on how
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these comparisons are converted into grades.</p>
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<p>To get some idea on what effect this option has, take the (fairly simple)
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case of an assessment which has ten Yes/No questions. For example the
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assessment might use questions like "Is the chart correctly formatted?",
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"Is the calculated profit $100.66?", etc. Assume there are ten such
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questions. When the "Very Lax" setting is chosen, prefect
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agreement between the student's and teacher's assessment gives a grade of
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100%, if there is only one question which does not match the grade is 90%,
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two disagreements give a grade of 80%, three
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disagreements 70%, etc.. That might seem very reasonable and you might be thinking
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why is this option called a "Very Lax" comparison. Well, consider
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the case of a student doing a completely random assessment where the
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answers of the ten questions are simply
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guessed. On average this would result in five of the ten questions being
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matched. So the "monkey's" assessment would get a grade of around
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50%. The situation gets a little more sensible with the "Lax"
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option, then
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the random assessment gets around 20%. When the "Fair" option is
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chosen, random guessing will result in a zero grade most of the
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time. At this level, a grade of 50% is given when the two assessments agree
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on eight questions of the ten. If three questions are in disagreement then
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the grade given is 25%. When the option is set to "Strict" having
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two questions out of sync gives a grade of 40%. Moving into the "Very
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Strict" territory a disagreement in just two questions drops the grade to
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35% and having a single question in disagreement gives a grade of 65%.</p>
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<p>This example is sightly artifical as most assessments usually have elements
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which have a range of values rather than just Yes or No. In those cases the
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comparison is likely to result in somewhat higher grades then the values
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indicated above. The various levels (Very Lax, Lax, Fair...) are given so
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that the teacher can fine tune the comparisons. If they feel that the grades
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being given for assessments are too low then this option should be moved
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towards the "Lax" or even "Very Lax" choices. And
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alternatively, if the grades for the student's assessments are, in general,
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felt to be too high this option should be moved to either the
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"Strict" or "Very Strict" choices. It is really a
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matter of trial and error with the best starting point being the
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"Fair" option.</p>
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<p>During the course of the exercise the teacher may feel that the grades given
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to the student assessments are either too high or too low. These grades are
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shown on the exercise's Administration Page. In this case, the teacher can
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change the setting of this option and re-calculate the student assessment
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grades (the "Grading Grades"). The re-calculation is done by
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clicking the "Re-grade Student Assessments" link found on the
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administration page of the exercise. This can be safely performed at any
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time in the exercise.</p>
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