1 | The system needs to support different ways in which as question can be asked. This section will
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2 | describe the various ways we have identified. We also note which measurement scale belongs to
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3 | such a data source, to explain what statistical operations can be performed on resulting
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4 | datasets.
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5 |
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6 | \subsection{Question types}
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7 | \subsubsection{Free response}
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8 | This is a question for which the respondent can answer anything, given certain
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9 | restrictions. It can be a specific datatype (like integer or text) and have specific
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10 | restrictions (like 0 $\leq$ x $\leq$ 100, or text length $\leq$ 100).
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11 | \begin{figure}[h]
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12 | \begin{center}
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13 | \caption{An example of a free response question.}
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14 | \includegraphics{free_response.png}
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15 | \end{center}
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16 | \end{figure}
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17 |
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18 | \subsubsection{Multiple choice, single answer}
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19 | This is a multiple choice question with mutually exclusive answers. The resulting data
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20 | type can differ per question.
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21 | \begin{figure}[h]
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22 | \begin{center}
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23 | \caption{An example of a multiple choice, single answer question}
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24 | \includegraphics[scale=.5]{mpchoice_single.png}
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25 | \end{center}
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26 | \end{figure}
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27 |
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28 | \subsubsection{Multiple choice, multiple answer}
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29 | This is a multiple choice question with non-mutual exclusive answers. The resulting
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30 | data type can differ per question.
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31 | \begin{figure}[h]
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32 | \begin{center}
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33 | \caption{An example of a multiple choice, multiple answer question}
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34 | \includegraphics[scale=.5]{mpchoice_multi.png}
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35 | \end{center}
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36 | \end{figure}
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37 |
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38 | \subsubsection{Boolean questions}
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39 | Boolean questions can be used to ask simple questions in the form of Yes/No,
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40 | Agree/Disagree, True/False, etcetera. This is a more specific version of the multiple
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41 | choice, single answer question. It gets its own category because it belongs to a
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42 | different scale.
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43 | \begin{figure}[h]
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44 | \begin{center}
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45 | \caption{An example of a boolean question.}
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46 | \includegraphics[scale=.5]{boolean_question.png}
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47 | \end{center}
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48 | \end{figure}
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49 |
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50 | \subsubsection{Choice grids, single answer}
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51 | Choice grids are used to answer questions or grade statements based on a custom-made
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52 | scale. This scale also determines the measurement type scale. This type is defined by
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53 | the attribute that each row is similar to a multiple choice, single answer question.
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54 | \begin{figure}[h!]
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55 | \begin{center}
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56 | \caption{An example of a choice grid, single answer}
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57 | \includegraphics[scale=.5]{choice_grid_single.png}
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58 | \end{center}
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59 | \end{figure}
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60 | \subsubsection{Choice grids, multiple answer}
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61 | Choice grids are used to answer questions or grade statements based on a custom-made
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62 | scale. This scale also determines the measurement type scale. This type is defined by
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63 | the attribute that each row is similar to a multiple choice, multiple answer question.
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64 | \begin{figure}[h!]
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65 | \begin{center}
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66 | \caption{An example of a choice grid, multiple answer}
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67 | \includegraphics[scale=.5]{choice_grid_multi.png}
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68 | \end{center}
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69 | \end{figure}
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70 |
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71 | \subsection{Game Data}
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72 | Game data will obviously differ greatly depending on the game that will be played. This is
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73 | why this has to be specified on a per-game basis.
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74 |
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75 | \subsection{Measurement scales}
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76 | Different levels of measurement allow for different types of permissible operations on a
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77 | dataset. Seeing as the questions and game results can be seen as statistical data, we will
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78 | have to differ between them based on their scale type.
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79 |
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80 | Information about scale types can be found on
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81 | Wikipedia\footnote{http://en.wikipedia.org/wiki/Level\_of\_measurement} or in figure
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82 | \ref{f:levels}.
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83 |
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84 | \begin{figure}[h]
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85 | \label{f:levels}
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86 | \caption{The differences between levels of measurement.}
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87 | \includegraphics[width=\textwidth]{measurementlevels.png}
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88 | \end{figure}
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89 |
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90 | Every type of question and every type of game data belongs to one of these four scales,
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91 | which have to be specified by the Survey's creator. By adding the information of
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92 | measurement scale, we can support the various statistical computations that are allowed on
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93 | every data type.
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94 |
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