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  <TITLE> DAMMCQ: Appendix D: Health Sciences Question Mark Guidelines</TITLE>
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<H2 ALIGN=Center>
  Designing and Managing MCQs:
</H2>
<H2 ALIGN=Center>
  Guidelines for the use<BR>
  of<BR>
  Question Mark<BR>
  in the<BR>
  Faculty of Health Sciences
</H2>
<P>
NOTE: These guidelines were taken from a meeting of Health Science staff
members on 1999/11/18. They are not meant to be prescriptive, and no staff
member is bound by these. The chief reason for these guidelines is to have
some degree of consistency across the Faculty so that the students find the
environment of the test familiar and non-threatening, and are more concerned
with the subject matter at heart than the particular vagaries of the software.
  <HR>
<B>1. For each question</B>. Although the staff member may select any layout,
the three components of the question should be clearly visible to the student:
<UL>
  <LI>
    The question itself
  <LI>
    The mark allocation for that question
  <LI>
    The choices / selection area
</UL>
<P>
  <HR>
<B>2. Negative marking</B>. Most lecturers do use negative marking. &nbsp;If
the weighting of the negative marking varies at all from question to question,
then the mark allocation should be clearly visible. See point 1 above. For
more information on negative marking, see <A HREF="mcqchp4.html">chapter
4 of this Manual</A> 
  <HR>
<B>3. Question types: Matching and Ranking</B>. The following should be applied:
<BR>
<UL>
  <LI>
    1 mark for each correct answer
  <LI>
    No negative marking
  <LI>
    No scroll bar necessary in the drop-down list (So 5 or fewer options)
  <LI>
    If you feel the need for negative marking, then rather break them up into
    MCQ questions
</UL>
<P>
  <HR>
<B>4. Question Types: Multiple Response</B>. &nbsp;There are two possible
methods that could be applied, but whichever method is used, these are the
guidelines:
<P>
<UL>
  <LI>
    There should be negative marking, with the aim being that if a student selects
    all the options, then the mark award should be 0. (C x CM + I x IM = 0).
    If this cannot be achieved then a sufficiently low mark (e.g. 1/4 or at best
    1/3) - should be attempted, thereby making it simply not worthwhile to guess
    all).
  <LI>
    Candidates should not be told how many options in the multiple selection
    question are correct, although the mark allocation should be clear.
</UL>
<P>
<B>4.1 Method 1</B>
<UL>
  <LI>
    1 mark for each correct answer
  <LI>
    -1 mark for each incorrect answer
</UL>
<P>
<TABLE BORDER CELLSPACING="0" CELLPADDING="0">
  <CAPTION>
    This table shows various examples and possible mark allocations for Method
    1.
  </CAPTION>
  <TR>
    <TD>Options</TD>
    <TD>Correct (C)</TD>
    <TD>Incor-<BR>
      rect(I)</TD>
    <TD>n</TD>
    <TD>Mark for <BR>
      each correct <BR>
      (CM)</TD>
    <TD>Mark for <BR>
      each incorrect<BR>
      (IM)</TD>
    <TD>If correctly<BR>
      answered</TD>
    <TD>If incor-<BR>
      rectly answered</TD>
    <TD>If all selected <BR>
      (CxCM + IxIM)</TD>
  </TR>
  <TR>
    <TD>5</TD>
    <TD>2</TD>
    <TD>3</TD>
    <TD>5</TD>
    <TD>1</TD>
    <TD>-1</TD>
    <TD>5</TD>
    <TD>-5</TD>
    <TD>1</TD>
  </TR>
  <TR>
    <TD>6</TD>
    <TD>2</TD>
    <TD>4</TD>
    <TD>6</TD>
    <TD>1</TD>
    <TD>-1</TD>
    <TD>6</TD>
    <TD>-6</TD>
    <TD>2</TD>
  </TR>
  <TR>
    <TD>6</TD>
    <TD>3</TD>
    <TD>3</TD>
    <TD>6</TD>
    <TD>1</TD>
    <TD>-1</TD>
    <TD>6</TD>
    <TD>-6</TD>
    <TD>0</TD>
  </TR>
  <TR>
    <TD>7</TD>
    <TD>3</TD>
    <TD>4</TD>
    <TD>7</TD>
    <TD>1</TD>
    <TD>-1</TD>
    <TD>7</TD>
    <TD>-7</TD>
    <TD>-1</TD>
  </TR>
  <TR>
    <TD>7</TD>
    <TD>4</TD>
    <TD>3</TD>
    <TD>7</TD>
    <TD>1</TD>
    <TD>-1</TD>
    <TD>7</TD>
    <TD>-7</TD>
    <TD>1</TD>
  </TR>
  <TR>
    <TD>8</TD>
    <TD>3</TD>
    <TD>5</TD>
    <TD>8</TD>
    <TD>1</TD>
    <TD>-1</TD>
    <TD>8</TD>
    <TD>-8</TD>
    <TD>-2</TD>
  </TR>
  <TR>
    <TD>8</TD>
    <TD>4</TD>
    <TD>4</TD>
    <TD>8</TD>
    <TD>1</TD>
    <TD>-1</TD>
    <TD>8</TD>
    <TD>-8</TD>
    <TD>0</TD>
  </TR>
  <TR>
    <TD>8</TD>
    <TD>5</TD>
    <TD>3</TD>
    <TD>8</TD>
    <TD>1</TD>
    <TD>-1</TD>
    <TD>8</TD>
    <TD>-8</TD>
    <TD>2</TD>
  </TR>
</TABLE>
<P>
<P>
<B>4.2 Method 2</B>
<P>
A similar method, but that it attempts to use the use the n-1 standard, but
n = Number of incorrect choices + 1 and the points awarded to the correct
answers should be split. Again, the perfect allocation would be that if a
student selects all the options, then the mark award should be 0. (C x CM
+ I x IM = 0). If this cannot be achieved then a sufficiently low mark (e.g.
1/4 or at best 1/3) - should be attempted, thereby making it simply not
worthwhile to guess all).
<P>
<TABLE BORDER CELLSPACING="0" CELLPADDING="0">
  <CAPTION>
    This table shows various examples and possible mark allocations for Method
    2.
  </CAPTION>
  <TR>
    <TD>Options</TD>
    <TD>Correct (C)</TD>
    <TD>Incor-<BR>
      rect(I)</TD>
    <TD>n</TD>
    <TD>Mark for <BR>
      each correct <BR>
      (CM)</TD>
    <TD>Mark for <BR>
      each incorrect<BR>
      (IM)</TD>
    <TD>If correctly<BR>
      answered</TD>
    <TD>If incor-<BR>
      rectly answered</TD>
    <TD>If all selected <BR>
      (CxCM + IxIM)</TD>
  </TR>
  <TR>
    <TD>5</TD>
    <TD>2</TD>
    <TD>3</TD>
    <TD>4</TD>
    <TD>2</TD>
    <TD>-1</TD>
    <TD>4</TD>
    <TD>-4</TD>
    <TD>1</TD>
  </TR>
  <TR>
    <TD>6</TD>
    <TD>2</TD>
    <TD>4</TD>
    <TD>5</TD>
    <TD>2</TD>
    <TD>-1</TD>
    <TD>4</TD>
    <TD>-4</TD>
    <TD>0</TD>
  </TR>
  <TR>
    <TD>6</TD>
    <TD>3</TD>
    <TD>3</TD>
    <TD>4</TD>
    <TD>1</TD>
    <TD>-1</TD>
    <TD>3</TD>
    <TD>-3</TD>
    <TD>0</TD>
  </TR>
  <TR>
    <TD>7</TD>
    <TD>3</TD>
    <TD>4</TD>
    <TD>5</TD>
    <TD>2</TD>
    <TD>-1</TD>
    <TD>6</TD>
    <TD>-6</TD>
    <TD>2</TD>
  </TR>
  <TR>
    <TD>7</TD>
    <TD>4</TD>
    <TD>3</TD>
    <TD>4</TD>
    <TD>1</TD>
    <TD>-1</TD>
    <TD>4</TD>
    <TD>-4</TD>
    <TD>1</TD>
  </TR>
  <TR>
    <TD>8</TD>
    <TD>3</TD>
    <TD>5</TD>
    <TD>6</TD>
    <TD>2</TD>
    <TD>-1</TD>
    <TD>6</TD>
    <TD>-6</TD>
    <TD>1</TD>
  </TR>
  <TR>
    <TD>8</TD>
    <TD>4</TD>
    <TD>4</TD>
    <TD>5</TD>
    <TD>1</TD>
    <TD>-1</TD>
    <TD>4</TD>
    <TD>-4</TD>
    <TD>0</TD>
  </TR>
  <TR>
    <TD>8</TD>
    <TD>5</TD>
    <TD>3</TD>
    <TD>4</TD>
    <TD>1</TD>
    <TD>-1</TD>
    <TD>5</TD>
    <TD>-5</TD>
    <TD>2</TD>
  </TR>
</TABLE>
<P>
<B>Which method</B>. The real advantage of method 1 over method 2 is that
it is easier to explain to the students without getting bogged down in the
theory of MCQs. Also it is consistent for each question, and also does not
give an indication of the correct number of answers in each question.
<P>
On the problem of a student's answering all and receiving an unfairly high
or low mark; this can be resolved by having a set of these, which overall,
give a score of 0 if all options are chosen.
<P>
  <HR>
<P>
<B>5. Randomisation of questions from libraries</B>. The following should
be applied:
<P>
<UL>
  <LI>
    Tests: There may be randomisation of questions from libraries (item banks)
    of questions. If students receive different questions, that is not an issue,
    although one might feel it preferable to ensure that the maximum number of
    marks is the same for all students. If questions, therefore, are banked according
    to question type, and questions of each type are of the same difficulty and
    the same mark, then this will ensure that the maximum mark is equal for all
    students.
  <LI>
    If randomisation is used, and there is a risk that a student may receive
    similar questions, then one might wish to place a group of these into a bank,
    and select a small number from that bank.
</UL>
<UL>
  <LI>
    Exams: In order to avoid complications, all students should receive identical
    questions. Randomisation may be applied to item banks (i.e. the number of
    qestions taken from each bank should be the total number of questions in
    that bank), and to the placement of alternatives in the MCQ questions.
</UL>
<P>
  <HR>
<P>
<B>6. Feedback</B>. The following should be applied:
<UL>
  <LI>
    Tutorials: detailed feedback may be given; in fact, is desirable if the test
    is used for teaching
  <LI>
    Tests and exams: no feedback should be given; in tests might be acceptable
    to give marks, but definitely not in exams.
</UL>
<P>
  <HR>
<STRONG>Links to other Chapters:</STRONG><BR>
|<A HREF="mcqman01.html">Title
Page</A>|<A HREF ="mcqcont.html">Contents</A>|<A HREF ="mcqchp1.html">Chapter
1</A>|<A HREF ="mcqchp2.html">Chapter 2</A>|<A HREF ="mcqchp3.html">Chapter
3</A>|<A HREF ="mcqchp4.html">Chapter 4</A>|<A HREF ="mcqappa.html">Appendix
A</A>|<A HREF ="mcqappb.html">Appendix B</A>|<A HREF ="mcqappc.html">Appendix
C</A>|<A HREF="mcqexuse.html">Appendix E</A>| 
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