From 8d43f16d22158b2dc6ea4d42262aa2825e9106c7 Mon Sep 17 00:00:00 2001 From: Bertrand Benjamin Date: Wed, 23 Mar 2022 09:04:10 +0100 Subject: [PATCH] Fix: ajout droite dans exercice 1 --- 2nd/16_Droites_dans_un_repère/exercises.tex | 43 +++++++++--------- .../plan_de_travail.pdf | Bin 44614 -> 47257 bytes 2 files changed, 22 insertions(+), 21 deletions(-) diff --git a/2nd/16_Droites_dans_un_repère/exercises.tex b/2nd/16_Droites_dans_un_repère/exercises.tex index b0ede20..0a6cce6 100644 --- a/2nd/16_Droites_dans_un_repère/exercises.tex +++ b/2nd/16_Droites_dans_un_repère/exercises.tex @@ -6,38 +6,39 @@ \hline Nom & Equation & description & A(1; 3) & B(0; -3) & C(-1; -3) & D(-1; 2) & E(0; 0) \\ \hline - $(a)$ & & L'ordonnée est égal à moins deux fois l'abscisse & & & & & \\ + $(a)$ & & L'ordonnée est égal à trois fois l'abscisse & & & & & \\ \hline - $(b)$ & $y = 3x$ & & & & & & \\ + $(b)$ & $y = -2x$ & & & & & & \\ \hline $(c)$ & $x = -1$ & & & & & & \\ \hline $(d)$ & $y = 6x-3$ & & & & & & \\ \hline - $(e)$ & $y + 5x + 3=0$ & & & & & & \\ + $(f)$ & $y + 5x + 3=0$ & & & & & & \\ \hline \end{tabular} \end{center} + Identifier les droites dans le graphique suivant: + \begin{center} + \begin{tikzpicture} + \begin{axis}[ + scale=1.6, + axis lines = center, + grid=major, + xlabel = {$x$}, + ylabel = {$y$}, + ymin = -10, ymax = 10, + ] + \draw[very thick] (axis cs:-1, -10) -- (axis cs:-1, 10); + \addplot[domain=-10:10,color=red, very thick, color=red]{3*x}; + \addplot[domain=-10:10,color=red, very thick, color=green]{-2*x}; + \addplot[domain=-10:10,color=red, very thick, color=blue]{6*x-3}; + \addplot[domain=-10:10,color=red, very thick, color=gray]{-5*x-3}; + \end{axis} + \end{tikzpicture} + \end{center} \end{exercise} -\begin{solution} - \begin{center} - \renewcommand{\arraystretch}{3} - \begin{tabular}{|c|c|p{6cm}|*{5}{c|}} - \hline - Nom & Equation & description & A(1; 3) & B(0; -3) & C(-1; -3) & D(-1; 2) & E(0; 0) \\ - \hline - $(a)$ & y = 3x & L'ordonnée est égal à trois fois l'abscisse & $A\in(a)$ &$B\not\in(a)$ &$C\in(a)$ &$D\not\in(a)$ &$E\in(a)$ \\ - \hline - $(b)$ & & L'ordonnée est égal à trois fois l'abscisse & & & & & \\ - \hline - $(c)$ & y = 6x-3 & & & & & & \\ - \hline - $(d)$ & y = -5x-3 & & & & & & \\ - \hline - \end{tabular} - \end{center} -\end{solution} \begin{exercise}[subtitle={Équation de droite et coordonnée}, step={1}, origin={création}, topics={ Droites dans un repère }, tags={ Géométrie repérée }, mode={\trainMode}] Compléter le tableau suivant avec une équation pour la première colonne, une phrase pour la deuxième et la valeur de la coordonnée manquante du point en supposant qu'il soit sur la droite. diff --git a/2nd/16_Droites_dans_un_repère/plan_de_travail.pdf b/2nd/16_Droites_dans_un_repère/plan_de_travail.pdf index 9f21f8f55b63b2de0439e2cb870ba1844f44dce2..f87343e48a3cf4f3c4b44272d3055813799540ae 100644 GIT binary patch delta 28430 zcmZs>Q+Oa<&@CLB6MN!JY}>Xcwl%RjwlVRikz-wN|ZX*F`^j zSFhbe8(?X-U^O-<5G~5ki)U 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