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Part 12: MixedAnswerTypes¶

With the Miau release 2.14 Authors can set the type of an answer. This way, it is possible to create a question with have different types of answers.
Notice that some features like \permuteAnswers won't be available if a question has different types of answers.

• question-environment(default answer type): this is optional and will be used as the default answer type
• answer-environment(answer type): if not specified, the default answer type will be used

Make sure you have a default answer type or you have to specify the type in every answers.

Example:

\begin{problem}

\begin{question}

    \begin{variables}
        \randint[Z]{a}{-3}{3}
        \randint[Z]{b}{1}{5}
        \randint[Z]{c}{1}{2}
        \randint[Z]{d}{1}{5}
        \randint[Z]{f}{-5}{5}
        \matrix[calculate]{v1}{a\\b\\c}
        \matrix[calculate]{v2}{d\\f\\0}
        \matrix[calculate]{cr}{-c*f\\c*d\\(a*f)-(d*b)}
        \function[calculate]{dot}{a*d+b*f}
    \end{variables}

    \type{input.matrix} %optional, this will be the default answer type.

    \field{real}       
    \text{Gegeben sind:\\ $\vec{v1} = \var{v1}, \vec{v2} = \var{v2}$}
    \explanation{}    

    \begin{answer} 
        %First answer with default type input.matrix
        \text{$\vec{v1} \times \vec{v2} = $}
        \solution{cr}
        \format{3}{1}         
    \end{answer}

    \begin{answer}
        %Second answer with type input.number
        \type{input.number} %set a different answer type than the default type
        \text{$\vec{v1} \cdot \vec{v2} =$}
        \solution{dot}
    \end{answer}

\end{question}

\end{problem}

Using MC-types as answer type:

   \begin{answer}
      \type{mc.multiple}
         \lang{de}{\text{W\"{a}hlen Sie alle richtigen Aussagen aus:}}
         \lang{en}{\text{Select all the correct statements:} }
         \permutechoices{1}{5}
          \begin{choice}
                \lang{de}{\text{$\var{a}$ ist eine nat"urliche Zahl.}}
                \lang{en}{\text{$\var{a}$ is a natural number.}}
                \solution{compute}
                \iscorrect{a}{>}{0}
          \end{choice}

          \begin{choice}
                \lang{de}{\text{$\var{b}$ ist eine rationale Zahl.}}
            \lang{en}{\text{$\var{b}$ is a rational number.}}
               \solution{true}
          \end{choice}

                \begin{choice}
               \lang{de}{\text{$\frac{\var{c3}}{\var{c2}}$ ist eine ganze Zahl.}}
               \lang{en}{\text{$\frac{\var{c3}}{\var{c2}}$ is an integer.}}
               \solution{true}
          \end{choice}

          \begin{choice}
               \lang{de}{\text{$\var{d1}\cdot (-\var{d2})$ ist eine nat"urliche Zahl.}}
               \lang{en}{\text{$\var{d1}\cdot (-\var{d2})$ is a natural number.}}
                \solution{compute}
                \iscorrect{d1}{<}{0} 
          \end{choice}

          \begin{choice}
               \lang{de}{\text{$1:\var{n}$ ist eine ganze Zahl.}}
               \lang{en}{\text{$1:\var{n}$ is an integer.}}
                \solution{compute} %
                \iscorrect{n}{=}{1}
          \end{choice}

          \begin{choice}
                  \lang{de}{\text{Keine der Aussagen ist richtig.}}
                  \lang{en}{\text{None of the above statments is correct.}}
                  \solution{false}
          \end{choice}
       \end{answer}