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Working with MUMIE as teacher

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FAQ

Overview

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It is possible to combine different types of answers in a single question. The type of the answer is then defined at the answer level and not in the question.

# Examples

A answer must then be encapsulated:

123456789101112\begin{answer}    \type{input.function}    \text{input.function: $\var{g} =$}    \solution{g}    \checkAsFunction{x}{-10}{10}{100}\end{answer} \begin{answer}    \type{input.number}    \text{input.number: $\var{a} =$}    \solution{a}\end{answer} 

Complex Example

123456789101112131415161718192021222324252627282930313233343536373839404142434445464748495051\begin{problem}     \begin{variables}        \number{a}{1}        \number{b}{8}        \function{f}{a/b}    \end{variables} \begin{question}    \lang{de}{        \text{Die Seiten eines homogenen Oktaeders sind mit denBuchstaben $A,B,C,D,E,F,G,H$ bezeichnet.\\            \image{image1} \\            Formulieren Sie ein geeignetes stochastisches Modell. Wählen Sie die Zeile aus, in der die Grundmenge $\Omega$ angegeben ist.         }    }     \type{input.generic}     \begin{answer}        \type{mc.unique}                 \permutechoices{1}{4}         \begin{choice}            \text{$\Omega = \{ A, B, D, E, F, G, H \}$}            \solution{false}        \end{choice}         \begin{choice}            \text{$\Omega = \{ A, B, D, E, F, G, H, I \}$}            \solution{false}        \end{choice}         \begin{choice}            \text{$\Omega = \{ A, B, C, D, E, H \}$}            \solution{false}        \end{choice}         \begin{choice}           \text{$\Omega = \{ A, B, C, D, E, F, G, H \}$}           \solution{true}        \end{choice}    \end{answer}\\    \begin{answer}        \type{input.number}        \field{rational}        \text{\\Geben Sie die diskrete Wahrscheinlichkeitsverteilung an: Für $\omega\in\Omega:\;P\left(\{\omega\}\right)=$}        \solution{f}    \end{answer} \end{question} 

Next Example

123456789101112131415161718192021222324252627282930313233343536373839404142434445464748495051525354555657585960616263646566676869707172737475767778798081828384858687888990919293949596979899100101102103104105106107108109110111112113114115116117118119120121122123124125126127\begin{problem}    \begin{variables}        \randint{a}{-3}{3}        \randint[Z]{b}{-3}{3}        \randint{c}{-3}{3}        \randint{d}{-3}{3}        \function[calculate]{x1}{a/b}        \function[calculate]{x2}{c+d}        \function{f}{-cos(7x)}        \function{g}{7sin(7x)}        \function{h}{abs(abs(x-1)+2x)}        \string{j}{7sin(7x)}        \matrix{m}{1 & 2 \\ 3 & 4}         \randint{c1}{-10}{10}        \randint{c2}{2}{5}        \function[calculate]{c3}{c1*c2}        \randint[Z]{d1}{-10}{10}        \randint{d2}{1}{5}        \randint{n}{0}{6}    \end{variables}     \begin{question}        \lang{de}{            \text{\textbf{one question with different input answer types}}        }         \type{input.generic}        \field{real}        \precision{3}         \begin{answer}            \type{input.function}            \text{input.function: $\var{g} =$}            \solution{g}            \checkAsFunction{x}{-10}{10}{100}        \end{answer}         \begin{answer}            \type{input.number}            \text{input.number: $\var{a} =$}            \solution{a}        \end{answer}         \begin{answer}            \type{input.matrix}            \text{input.matrix: $\var{m} =$}            \format{-1}{-1}            \solution{m}        \end{answer}         \begin{answer}            \type{input.interval}            \text{input.interval: $[1;3] =$}            \solution{[1;3]}        \end{answer}         \begin{answer}            \type{input.finite-number-set}            \text{input.finite-number-set: $\{\var{a}; \var{c}; \var{d}\} =$}            \solution{a,c,d}        \end{answer}         \begin{answer}            \type{input.cases.function}            \text{input.cases.function: $\var{h} =$}            \solution{h=IFELSE{x>=1}{3x-1}{IFELSE{x<-1}{-x-1}{x+1}}}        \end{answer}         \begin{answer}            \type{input.text}            \text{input.text: valid string = }            \inputAsString{t}            \solution{j}            \checkStringsForRelation{valid(t)}        \end{answer}         \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}     \end{question} \end{problem}