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\usepackage[francais,bloc,completemulti]{automultiplechoice}
 
\begin{document} 
\AMCrandomseed{43498}
	%%% préparation des groupes 
	\setdefaultgroupmode{withoutreplacement}
\element{6N25}{
 	\begin{question}{question-6N25-A-0} 
 		Le nombre $2,2$ s'écrit en écriture fractionnaire : $\dfrac{\phantom{00000}}{\phantom{00000}}$. 
  
 		\begin{reponseshoriz} 
 			\bonne{$\dfrac{22}{10}$}
 			\mauvaise{$\dfrac{5}{11}$}
 			\mauvaise{$\dfrac{11}{50}$}
 			\mauvaise{$\dfrac{110}{5}$}
 			\mauvaise{$\dfrac{2}{2}$}
 		\end{reponseshoriz}
 	\end{question}
 }
 \element{6N25}{
 	\begin{question}{question-6N25-A-1} 
 		Le quotient de $25$ par $22$ s'écrit en écriture fractionnaire : $\dfrac{\phantom{00000}}{\phantom{00000}}$. 
  
 		\begin{reponseshoriz} 
 			\bonne{$\dfrac{25}{22}$}
 			\mauvaise{$\dfrac{22}{25}$}
 			\mauvaise{$\dfrac{3}{22}$}
 			\mauvaise{$\dfrac{47}{22}$}
 			\mauvaise{$\dfrac{250}{22}$}
 		\end{reponseshoriz}
 	\end{question}
 }
 \element{6N25}{
 	\begin{question}{question-6N25-A-2} 
 		$10\div 16$ s'écrit en écriture fractionnaire : $\dfrac{\phantom{00000}}{\phantom{00000}}$. 
  
 		\begin{reponseshoriz} 
 			\bonne{$\dfrac{10}{16}$}
 			\mauvaise{$\dfrac{16}{10}$}
 			\mauvaise{$\dfrac{6}{16}$}
 			\mauvaise{$\dfrac{26}{16}$}
 			\mauvaise{$\dfrac{100}{16}$}
 		\end{reponseshoriz}
 	\end{question}
 }
 \element{6N25}{
 	\begin{question}{question-6N25-A-3} 
 		Le nombre qui, multiplié par $14$, donne $10$ s'écrit en écriture fractionnaire : $\dfrac{\phantom{00000}}{\phantom{00000}}$. 
  
 		\begin{reponseshoriz} 
 			\bonne{$\dfrac{10}{14}$}
 			\mauvaise{$\dfrac{14}{10}$}
 			\mauvaise{$\dfrac{4}{14}$}
 			\mauvaise{$\dfrac{24}{14}$}
 			\mauvaise{$\dfrac{100}{14}$}
 		\end{reponseshoriz}
 	\end{question}
 }
 \element{6N41}{
 	\begin{question}{question-6N41-B-0} 
 		Complète l'égalité de fractions $$2 = \dfrac{\phantom{00000000000000}}{\phantom{00000000000000}} = \dfrac{\phantom{0000}}{6}$$.\\ 
  
 		\begin{reponseshoriz} 
 			\bonne{$\dfrac{12}{6}$}
 			\mauvaise{$\dfrac{2}{6}$}
 			\mauvaise{$\dfrac{8}{6}$}
 			\mauvaise{$\dfrac{4}{6}$}
 			\mauvaise{$\dfrac{18}{6}$}
 		\end{reponseshoriz}
 	\end{question}
 }
 \element{6N41}{
 	\begin{question}{question-6N41-B-1} 
 		Complète l'égalité de fractions $$\dfrac{4}{7} = \dfrac{\phantom{00000000000000}}{\phantom{00000000000000}} = \dfrac{20}{\phantom{0000}}$$.\\ 
  
 		\begin{reponseshoriz} 
 			\bonne{$\dfrac{20}{35}$}
 			\mauvaise{$\dfrac{20}{7}$}
 			\mauvaise{$\dfrac{20}{28}$}
 			\mauvaise{$\dfrac{20}{42}$}
 			\mauvaise{$\dfrac{20}{13}$}
 		\end{reponseshoriz}
 	\end{question}
 }
 \element{6N41}{
 	\begin{question}{question-6N41-B-2} 
 		Complète l'égalité de fractions $$\dfrac{1}{5} = \dfrac{\phantom{00000000000000}}{\phantom{00000000000000}} = \dfrac{\phantom{0000}}{10}$$.\\ 
  
 		\begin{reponseshoriz} 
 			\bonne{$\dfrac{2}{10}$}
 			\mauvaise{$\dfrac{1}{10}$}
 			\mauvaise{$\dfrac{1}{10}$}
 			\mauvaise{$\dfrac{3}{10}$}
 			\mauvaise{$\dfrac{9}{10}$}
 		\end{reponseshoriz}
 	\end{question}
 }
 \element{6N41}{
 	\begin{question}{question-6N41-B-3} 
 		Complète l'égalité de fractions $$\dfrac{4}{5} = \dfrac{\phantom{00000000000000}}{\phantom{00000000000000}} = \dfrac{8}{\phantom{0000}}$$.\\ 
  
 		\begin{reponseshoriz} 
 			\bonne{$\dfrac{8}{10}$}
 			\mauvaise{$\dfrac{8}{5}$}
 			\mauvaise{$\dfrac{8}{5}$}
 			\mauvaise{$\dfrac{8}{15}$}
 			\mauvaise{$\dfrac{8}{3}$}
 		\end{reponseshoriz}
 	\end{question}
 }
 \element{6N41}{
 	\begin{question}{question-6N41-B-4} 
 		Complète l'égalité de fractions $$\dfrac{2}{5} = \dfrac{\phantom{00000000000000}}{\phantom{00000000000000}} = \dfrac{\phantom{0000}}{40}$$.\\ 
  
 		\begin{reponseshoriz} 
 			\bonne{$\dfrac{16}{40}$}
 			\mauvaise{$\dfrac{2}{40}$}
 			\mauvaise{$\dfrac{14}{40}$}
 			\mauvaise{$\dfrac{18}{40}$}
 			\mauvaise{$\dfrac{38}{40}$}
 		\end{reponseshoriz}
 	\end{question}
 }
 \element{6N41}{
 	\begin{question}{question-6N41-B-5} 
 		Complète l'égalité de fractions $$\dfrac{5}{8} = \dfrac{\phantom{00000000000000}}{\phantom{00000000000000}} = \dfrac{10}{\phantom{0000}}$$.\\ 
  
 		\begin{reponseshoriz} 
 			\bonne{$\dfrac{10}{16}$}
 			\mauvaise{$\dfrac{10}{8}$}
 			\mauvaise{$\dfrac{10}{8}$}
 			\mauvaise{$\dfrac{10}{24}$}
 			\mauvaise{$\dfrac{10}{2}$}
 		\end{reponseshoriz}
 	\end{question}
 }
 \element{5N20}{
 	\begin{question}{question-5N20-C-0} 
 		$\dfrac{2}{8}+\dfrac{4}{48}=$\\ 
 Réponses possibles 
 		\begin{reponseshoriz} 
 			\bonne{$\dfrac{1}{3}$}
 			\mauvaise{$\dfrac{6}{56}$}
 			\mauvaise{$\dfrac{6}{384}$}
 			\mauvaise{$\dfrac{8}{384}$}
 		\end{reponseshoriz}
 	\end{question}
 }
 \element{5N20}{
 	\begin{question}{question-5N20-C-1} 
 		$\dfrac{12}{4}-\dfrac{4}{2}=$\\ 
 Réponses possibles 
 		\begin{reponseshoriz} 
 			\bonne{$1$}
 			\mauvaise{$\dfrac{8}{2}$}
 			\mauvaise{$\dfrac{8}{8}$}
 			\mauvaise{$\dfrac{48}{8}$}
 		\end{reponseshoriz}
 	\end{question}
 }
 \element{5N20}{
 	\begin{question}{question-5N20-C-2} 
 		$\dfrac{7}{4}-\dfrac{6}{12}=$\\ 
 Réponses possibles 
 		\begin{reponseshoriz} 
 			\bonne{$\dfrac{5}{4}$}
 			\mauvaise{$\dfrac{1}{8}$}
 			\mauvaise{$\dfrac{1}{48}$}
 			\mauvaise{$\dfrac{42}{48}$}
 		\end{reponseshoriz}
 	\end{question}
 }
 \element{5N20}{
 	\begin{question}{question-5N20-C-3} 
 		$\dfrac{9}{3}+\dfrac{2}{21}=$\\ 
 Réponses possibles 
 		\begin{reponseshoriz} 
 			\bonne{$\dfrac{65}{21}$}
 			\mauvaise{$\dfrac{11}{24}$}
 			\mauvaise{$\dfrac{11}{63}$}
 			\mauvaise{$\dfrac{18}{63}$}
 		\end{reponseshoriz}
 	\end{question}
 }
 \element{5N20}{
 	\begin{question}{question-5N20-C-4} 
 		$\dfrac{12}{8}+\dfrac{5}{2}=$\\ 
 Réponses possibles 
 		\begin{reponseshoriz} 
 			\bonne{$4$}
 			\mauvaise{$\dfrac{17}{10}$}
 			\mauvaise{$\dfrac{17}{16}$}
 			\mauvaise{$\dfrac{60}{16}$}
 		\end{reponseshoriz}
 	\end{question}
 }
 \element{5N20}{
 	\begin{question}{question-5N20-C-5} 
 		$\dfrac{8}{7}-\dfrac{28}{77}=$\\ 
 Réponses possibles 
 		\begin{reponseshoriz} 
 			\bonne{$\dfrac{60}{77}$}
 			\mauvaise{$\dfrac{20}{70}$}
 			\mauvaise{$\dfrac{20}{539}$}
 			\mauvaise{$\dfrac{224}{539}$}
 		\end{reponseshoriz}
 	\end{question}
 }
 \element{5N13}{
 	\begin{question}{question-5N13-D-0} 
 		$ \dfrac{33}{77} = \dfrac{\phantom{00000000000000}}{} = \dfrac{\phantom{0000}}{} $ 
 \explain{$ \dfrac{33}{77} = \dfrac{11 \times 3}{11 \times 7} = \dfrac{3}{7} $}
\AMCOpen{lines=1}{\wrongchoice[F]{f}\scoring{0}\wrongchoice[P]{p}\scoring{1}\correctchoice[J]{j}\scoring{2}}
\end{question}
 }
\element{5N13}{
 	\begin{question}{question-5N13-D-1} 
 		$ \dfrac{6}{27} = \dfrac{\phantom{00000000000000}}{} = \dfrac{\phantom{0000}}{} $ 
 \explain{$ \dfrac{6}{27} = \dfrac{3 \times 2}{3 \times 9} = \dfrac{2}{9} $}
\AMCOpen{lines=1}{\wrongchoice[F]{f}\scoring{0}\wrongchoice[P]{p}\scoring{1}\correctchoice[J]{j}\scoring{2}}
\end{question}
 }
\element{5N13}{
 	\begin{question}{question-5N13-D-2} 
 		$ \dfrac{21}{70} = \dfrac{\phantom{00000000000000}}{} = \dfrac{\phantom{0000}}{} $ 
 \explain{$ \dfrac{21}{70} = \dfrac{7 \times 3}{7 \times 10} = \dfrac{3}{10} $}
\AMCOpen{lines=1}{\wrongchoice[F]{f}\scoring{0}\wrongchoice[P]{p}\scoring{1}\correctchoice[J]{j}\scoring{2}}
\end{question}
 }
\element{5N13}{
 	\begin{question}{question-5N13-D-3} 
 		$ \dfrac{6}{9} = \dfrac{\phantom{00000000000000}}{} = \dfrac{\phantom{0000}}{} $ 
 \explain{$ \dfrac{6}{9} = \dfrac{3 \times 2}{3 \times 3} = \dfrac{2}{3} $}
\AMCOpen{lines=1}{\wrongchoice[F]{f}\scoring{0}\wrongchoice[P]{p}\scoring{1}\correctchoice[J]{j}\scoring{2}}
\end{question}
 }
\element{5N13}{
 	\begin{question}{question-5N13-D-4} 
 		$ \dfrac{7}{70} = \dfrac{\phantom{00000000000000}}{} = \dfrac{\phantom{0000}}{} $ 
 \explain{$ \dfrac{7}{70} = \dfrac{7 \times 1}{7 \times 10} = \dfrac{1}{10} $}
\AMCOpen{lines=1}{\wrongchoice[F]{f}\scoring{0}\wrongchoice[P]{p}\scoring{1}\correctchoice[J]{j}\scoring{2}}
\end{question}
 }
\element{5N13}{
 	\begin{question}{question-5N13-D-5} 
 		$ \dfrac{25}{30} = \dfrac{\phantom{00000000000000}}{} = \dfrac{\phantom{0000}}{} $ 
 \explain{$ \dfrac{25}{30} = \dfrac{5 \times 5}{5 \times 6} = \dfrac{5}{6} $}
\AMCOpen{lines=1}{\wrongchoice[F]{f}\scoring{0}\wrongchoice[P]{p}\scoring{1}\correctchoice[J]{j}\scoring{2}}
\end{question}
 }

%%% fabrication des copies 
	\exemplaire{1}{ %%% debut de l’en-tête des copies : 
	\noindent{\bf QCM \hfill TEST}
	\vspace*{.5cm} 
	\begin{minipage}{.4\linewidth}
	\centering\large\bf Mathématiques\\
	Evaluation
	\end{minipage}
	\champnom{\fbox{\begin{minipage}{.5\linewidth} Nom et prénom :
	\vspace*{.5cm}\dotfill 
	\vspace*{1mm}
	\end{minipage}}} %%% fin de l’en-tête

	\begin{center}
		\hrule
		\vspace{2mm}
		\bf\Large Sens de l'écriture fractionnaire
		\vspace{1mm}
		\hrule
	\end{center}
\restituegroupe[4]{6N25}


	\begin{center}
		\hrule
		\vspace{2mm}
		\bf\Large Egalités de fractions
		\vspace{1mm}
		\hrule
	\end{center}
\restituegroupe[6]{6N41}


	\begin{center}
		\hrule
		\vspace{2mm}
		\bf\Large Additionner ou soustraire deux fractions (dénominateurs multiples)
		\vspace{1mm}
		\hrule
	\end{center}
\restituegroupe[6]{5N20}


	\begin{center}
		\hrule
		\vspace{2mm}
		\bf\Large Simplification de fractions
		\vspace{1mm}
		\hrule
	\end{center}
\restituegroupe[6]{5N13}

}
 \end{document}
