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zjjeGH*RXDL7AtqKHICTWf^o_Vag~X=mL|ot?dQ^#W+F^&5`IUt;^?JWo4L1=v)jrzNYNqJxo-3f3mOOI{{PPe*vY`r$?g5S S289C%;s&BnQHjZmqx>(1j@mK+ delta 8 PcmZ4Wmia8t246M+62=2} diff --git a/2nd/Evaluations/DS_2022-05-24/source.tex b/2nd/Evaluations/DS_2022-05-24/source.tex index 5469e5d..1223ce5 100644 --- a/2nd/Evaluations/DS_2022-05-24/source.tex +++ b/2nd/Evaluations/DS_2022-05-24/source.tex @@ -2,30 +2,48 @@ \usepackage[francais,bloc,completemulti]{automultiplechoice} \usepackage{base} \geometry{left=10mm,right=10mm,top=5mm,bottom=10mm} -\usepackage{csvsimple} \begin{document} +\setdefaultgroupmode{withreplacement} + + % barème question simple \baremeDefautS{b=1,m=0,e=0,v=0} % barème question multiple %\baremeDefautM{b=1,m=0.5,p=0,e=0,v=0} + +% ---------- Carré + \element{carre}{ \begin{question}{carreIntDefinition} Quelle est l'intervalle de définition de la fonction carrée? \begin{reponses} - \bonne{$\intOO{-\infty}{+\infty}} - \mauvaise{$\intFF{-10}{+10}} - \mauvaise{$\intOO{-10}{+10}} - \mauvaise{$\intFF{-\infty}{+\infty}} + \bonne{$\intOO{-\infty}{+\infty} = \R$} + \mauvaise{$\intFF{-10}{+10}$} + \mauvaise{$\intOO{-10}{+10}$} + \mauvaise{$\intFF{-\infty}{+\infty}$} \mauvaise{Aucune des autres réponses.} \end{reponses} \end{question} } \element{carre}{ - \begin{questionmult}{carreVariations} + \begin{question}{carreFormule} + La fonction carré a pour formule. + \begin{reponses} + \bonne{$x^2$} + \mauvaise{$\sqrt{x}$} + \mauvaise{$\dfrac{1}{x}$} + \mauvaise{$x^3$} + \mauvaise{Aucune des autres réponses.} + \end{reponses} + \end{question} +} + +\element{carre}{ + \begin{questionmult}{carreSV1} Sur l'intervalle $\intFF{4}{10}$ la fonction carré est \begin{reponses} \mauvaise{Décroissante} @@ -38,7 +56,7 @@ } \element{carre}{ - \begin{questionmult}{carreVariations} + \begin{questionmult}{carreSV2} Sur l'intervalle $\intFF{-2}{-1}$ la fonction carré est \begin{reponses} \bonne{Décroissante} @@ -51,10 +69,161 @@ } \element{carre}{ - \begin{questionmult}{carreVariations} - Sur l'intervalle $\intFF{-2}{2}$ la fonction carré est + \begin{questionmult}{carreAntecedant} + Quel(s) est(sont) le(s) antécédent(s) de 1 par la fonction carré? + \begin{reponses} + \bonne{-1} + \bonne{1} + \mauvaise{$+\infty$} + \mauvaise{0} + \mauvaise{2} + \mauvaise{Aucune de ces réponses} + \end{reponses} + \end{questionmult} +} + +\element{carre}{ + \begin{question}{carreImage} + Quelle est l'image de 0 par la fonction carré? + \begin{reponses} + \mauvaise{2} + \mauvaise{1} + \mauvaise{$+\infty$} + \bonne{0} + \mauvaise{Aucune de ces réponses} + \end{reponses} + \end{question} +} + +% ---------- Racine + +\element{racine}{ + \begin{question}{racineIntDefinition} + Quelle est l'intervalle de définition de la fonction racine carré? + \begin{reponses} + \mauvaise{$\intOO{-\infty}{+\infty} = \R$} + \bonne{$\intFO{0}{+\infty}$} + \mauvaise{$\intOO{-10}{+10}$} + \mauvaise{$\intOO{0}{+\infty}$} + \mauvaise{Aucune des autres réponses.} + \end{reponses} + \end{question} +} + +\element{racine}{ + \begin{question}{racineFormule} + La fonction racine carré a pour formule. + \begin{reponses} + \mauvaise{$x^2$} + \bonne{$\sqrt{x}$} + \mauvaise{$\dfrac{1}{x}$} + \mauvaise{$x^3$} + \mauvaise{Aucune des autres réponses.} + \end{reponses} + \end{question} +} + +\element{racine}{ + \begin{questionmult}{racineSV} + Sur l'intervalle $\intFF{4}{10}$ la fonction racine carré est \begin{reponses} \mauvaise{Décroissante} + \bonne{Croissante} + \mauvaise{Négative} + \bonne{Positive} + \mauvaise{Nulle} + \end{reponses} + \end{questionmult} +} + +\element{racine}{ + \begin{questionmult}{racineAntecedant1} + Quel(s) est(sont) le(s) antécédent(s) de 1 par la fonction racine carré? + \begin{reponses} + \mauvaise{-1} + \bonne{1} + \mauvaise{$+\infty$} + \mauvaise{0} + \mauvaise{2} + \mauvaise{Aucune de ces réponses} + \end{reponses} + \end{questionmult} +} + +\element{racine}{ + \begin{questionmult}{racineAntecedant2} + Quel(s) est(sont) le(s) antécédent(s) de -1 par la fonction racine carré? + \begin{reponses} + \mauvaise{-1} + \mauvaise{1} + \mauvaise{$+\infty$} + \mauvaise{0} + \mauvaise{2} + \bonne{-1 n'a pas d'antécédent} + \end{reponses} + \end{questionmult} +} + +\element{racine}{ + \begin{question}{racineImage} + Quelle est l'image de 0 par la fonction racine carré? + \begin{reponses} + \mauvaise{2} + \mauvaise{1} + \mauvaise{$+\infty$} + \bonne{0} + \mauvaise{Aucune de ces réponses, 0 est une valeur interdite} + \end{reponses} + \end{question} +} + +% ------ Inverse + +\element{inverse}{ + \begin{question}{inverseIntDefinition} + Quelle est l'intervalle de définition de la fonction inverse? + \begin{reponses} + \mauvaise{$\intOO{-\infty}{+\infty} = \R$} + \bonne{$\intOO{-\infty}{0} \cup \intOO{0}{+\infty}$} + \mauvaise{$\intOO{-\infty}{0} \cap \intOO{0}{+\infty}$} + \mauvaise{$\intOO{-10}{+10}$} + \mauvaise{$\intOO{0}{+\infty}$} + \mauvaise{Aucune des autres réponses.} + \end{reponses} + \end{question} +} + +\element{inverse}{ + \begin{question}{inverseFormule} + La fonction inverse a pour formule. + \begin{reponses} + \mauvaise{$x^2$} + \mauvaise{$\sqrt{x}$} + \bonne{$\dfrac{1}{x}$} + \mauvaise{$x^3$} + \mauvaise{Aucune des autres réponses.} + \end{reponses} + \end{question} +} + +\element{inverse}{ + \begin{questionmult}{inverseSV1} + Sur l'intervalle $\intFF{-2}{-1}$ la fonction inverse est + \begin{reponses} + \bonne{Décroissante} + \mauvaise{Croissante} + \bonne{Négative} + \mauvaise{Positive} + \mauvaise{Nulle} + \end{reponses} + \end{questionmult} +} + +\element{inverse}{ + \begin{questionmult}{inverseSV2} + Sur l'intervalle $\intFF{4}{10}$ la fonction inverse est + \begin{reponses} + \bonne{Décroissante} \mauvaise{Croissante} \mauvaise{Négative} \bonne{Positive} @@ -63,117 +232,207 @@ \end{questionmult} } -\element{carre}{ - \begin{questionmult}{pointdroite}\bareme{b=0.5,m=0.3,p=0} - Quels sont les coordonnées qui sont ceux de points sur la droite d'équation - \[ - y = 5x - 1 - \] - - \begin{multicols}{2} +\element{inverse}{ + \begin{questionmult}{inverseAntecedant1} + Quel(s) est(sont) le(s) antécédent(s) de 1 par la fonction inverse? \begin{reponses} - \bonne{$(0; -1)$} - \bonne{$(2; 9)$} - \mauvaise{$(0; 5)$} - \mauvaise{$(-2; 9)$} - \mauvaise{$(1; 5)$} - \end{reponses} - \end{multicols} + \mauvaise{-1} + \bonne{1} + \mauvaise{$+\infty$} + \mauvaise{0} + \mauvaise{2} + \mauvaise{Aucune de ces réponses} + \end{reponses} \end{questionmult} } -\element{racinecarre}{ - \begin{question}{eq2fr} - Parmi les phrases suivantes laquelle correspond à l'équation - \[ - y = 3x - 1 - \] - +\element{inverse}{ + \begin{questionmult}{inverseAntecedant2} + Quel(s) est(sont) le(s) antécédent(s) de -1 par la fonction inverse? \begin{reponses} - \bonne{L'ordonnée est égal à trois fois l'abscisse moins un} - \mauvaise{L'abscisse est égal à trois fois l'ordonnée moins un} - \mauvaise{L'ordonnée et l'abscisse fois trois font moins un} - \mauvaise{Aucune des autres propositions est justes} + \bonne{-1} + \mauvaise{1} + \mauvaise{$+\infty$} + \mauvaise{0} + \mauvaise{2} + \mauvaise{-1 n'a pas d'antécédent} + \end{reponses} + \end{questionmult} +} + +\element{inverse}{ + \begin{question}{inverseImage} + Quelle est l'image de 0 par la fonction inverse carré? + \begin{reponses} + \mauvaise{2} + \mauvaise{1} + \mauvaise{$+\infty$} + \mauvaise{0} + \bonne{Aucune de ces réponses, 0 est une valeur interdite} \end{reponses} \end{question} } -\element{inverse}{ - \begin{question}{eq2fr} - Parmi les phrases suivantes laquelle correspond à l'équation - \[ - y = 3x - 1 - \] - +% ----------- Cube + +\element{cube}{ + \begin{question}{cubeIntDefinition} + Quelle est l'intervalle de définition de la fonction cube? \begin{reponses} - \bonne{L'ordonnée est égal à trois fois l'abscisse moins un} - \mauvaise{L'abscisse est égal à trois fois l'ordonnée moins un} - \mauvaise{L'ordonnée et l'abscisse fois trois font moins un} - \mauvaise{Aucune des autres propositions est justes} + \bonne{$\intOO{-\infty}{+\infty} = \R$} + \mauvaise{$\intOO{-\infty}{0} \cup \intFF{0}{+\infty}$} + \mauvaise{$\intOO{-\infty}{0} \cap \intFF{0}{+\infty}$} + \mauvaise{$\intOO{-10}{+10}$} + \mauvaise{$\intOO{0}{+\infty}$} + \mauvaise{Aucune des autres réponses.} \end{reponses} \end{question} } \element{cube}{ - \begin{question}{eq2fr} - Parmi les phrases suivantes laquelle correspond à l'équation - \[ - y = 3x - 1 - \] - + \begin{question}{cubeFormule} + La fonction cube a pour formule. \begin{reponses} - \bonne{L'ordonnée est égal à trois fois l'abscisse moins un} - \mauvaise{L'abscisse est égal à trois fois l'ordonnée moins un} - \mauvaise{L'ordonnée et l'abscisse fois trois font moins un} - \mauvaise{Aucune des autres propositions est justes} + \mauvaise{$x^2$} + \mauvaise{$\sqrt{x}$} + \mauvaise{$\dfrac{1}{x}$} + \bonne{$x^3$} + \mauvaise{Aucune des autres réponses.} \end{reponses} \end{question} } -\element{melange}{ - \begin{question}{eq2fr} - Parmi les phrases suivantes laquelle correspond à l'équation - \[ - y = 3x - 1 - \] - +\element{cube}{ + \begin{questionmult}{cubeSV1} + Sur l'intervalle $\intFF{-2}{-1}$ la fonction cube est \begin{reponses} - \bonne{L'ordonnée est égal à trois fois l'abscisse moins un} - \mauvaise{L'abscisse est égal à trois fois l'ordonnée moins un} - \mauvaise{L'ordonnée et l'abscisse fois trois font moins un} - \mauvaise{Aucune des autres propositions est justes} + \mauvaise{Décroissante} + \bonne{Croissante} + \bonne{Négative} + \mauvaise{Positive} + \mauvaise{Nulle} + \end{reponses} + \end{questionmult} +} + +\element{cube}{ + \begin{questionmult}{cubeSV2} + Sur l'intervalle $\intFF{4}{10}$ la fonction cube est + \begin{reponses} + \mauvaise{Décroissante} + \bonne{Croissante} + \mauvaise{Négative} + \bonne{Positive} + \mauvaise{Nulle} + \end{reponses} + \end{questionmult} +} + +\element{cube}{ + \begin{questionmult}{cubeAntecedant1} + Quel(s) est(sont) le(s) antécédent(s) de 1 par la fonction cube? + \begin{reponses} + \mauvaise{-1} + \bonne{1} + \mauvaise{$+\infty$} + \mauvaise{0} + \mauvaise{2} + \mauvaise{Aucune de ces réponses} + \end{reponses} + \end{questionmult} +} + +\element{cube}{ + \begin{questionmult}{cubeAntecedant2} + Quel(s) est(sont) le(s) antécédent(s) de -1 par la fonction cube? + \begin{reponses} + \bonne{-1} + \mauvaise{1} + \mauvaise{$+\infty$} + \mauvaise{0} + \mauvaise{2} + \mauvaise{-1 n'a pas d'antécédent} + \end{reponses} + \end{questionmult} +} + +\element{cube}{ + \begin{question}{cubeImage} + Quelle est l'image de 0 par la fonction cube carré? + \begin{reponses} + \mauvaise{2} + \mauvaise{1} + \mauvaise{$+\infty$} + \bonne{0} + \mauvaise{Aucune de ces réponses, 0 est une valeur interdite} \end{reponses} \end{question} } -\exemplaire{1}{ -\noindent{\bf QCM \hfill Fonctions de références} -\begin{minipage}{.4\linewidth} -\centering\Large\bf QCM: Fonctions de références \\ 2GT6 - 24 mai 2022 +\exemplaire{2}{ -%\normalsize Durée : 10 minutes. -\end{minipage} -\begin{minipage}{.6\linewidth} -\champnom{% - \fbox{ + \noindent{\bf QCM \hfill Fonctions de références} + + \begin{minipage}{.4\linewidth} + \centering\Large\bf QCM: Fonctions de références \\ 2GT6 - 24 mai 2022 + + %\normalsize Durée : 10 minutes. + \end{minipage} + \begin{minipage}{.6\linewidth} + \champnom{% + \fbox{ \begin{minipage}{0.8\linewidth} - Nom, prénom, classe: + Nom, prénom, classe: - \vspace*{.5cm}\dotfill - \vspace*{1mm} + \vspace*{.5cm}\dotfill + \vspace*{1mm} \end{minipage} - } + } - } + } - %\AMCcodeGridInt[h]{etu}{2} -\end{minipage} + %\AMCcodeGridInt[h]{etu}{2} + \end{minipage} + + \bigskip + Exposé réalisé sur la fonction \parbox{3cm}{\dotfill} \hfill + QCM réalisé \hspace{0.5cm} \Ovalbox{au tableau} \hspace{0.5cm} \Ovalbox{en fond de classe} + + \bigskip + Les questions faisant apparaître le symbole \multiSymbole{} peuvent présenter une ou plusieurs bonnes réponses. + + \section*{Fonction carré} + \begin{multicols}{2} + + \restituegroupe[4]{carre} + + \end{multicols} -Les questions faisant apparaître le symbole \multiSymbole{} peuvent présenter une ou plusieurs bonnes réponses. + \section*{Fonction cube} + \begin{multicols}{2} -%\restituegroupe{carre} + \restituegroupe[4]{cube} + + \end{multicols} + + \clearpage + + \section*{Fonction racine carré} + \begin{multicols}{2} + + \restituegroupe[4]{racine} + + \end{multicols} + + + \section*{Fonction inverse} + \begin{multicols}{2} + + \restituegroupe[4]{inverse} + + \end{multicols} }