From 3458e4b159eb728db7b390873fb47297777ae69e Mon Sep 17 00:00:00 2001 From: Bertrand Benjamin Date: Tue, 6 Dec 2022 10:50:16 +0100 Subject: [PATCH] Feat(2GT1): ajoute un exercice sur les arbres --- 2nd/07_Probabilites/exercises.tex | 11 +++++++++++ 2nd/07_Probabilites/plan_de_travail.pdf | Bin 34639 -> 35986 bytes 2nd/07_Probabilites/plan_de_travail.tex | 4 +--- 3 files changed, 12 insertions(+), 3 deletions(-) diff --git a/2nd/07_Probabilites/exercises.tex b/2nd/07_Probabilites/exercises.tex index 33e7f2a..b83fab6 100644 --- a/2nd/07_Probabilites/exercises.tex +++ b/2nd/07_Probabilites/exercises.tex @@ -43,6 +43,17 @@ \end{enumerate} \end{exercise} + +\begin{exercise}[subtitle={Jeu vidéo}, step={2}, origin={ma tête}, topics={ Repetition d'expériences }, tags={ probabilités }, mode={\trainMode}] + Dans un jeu vidéo qui se joue à 2, à chaque joueur est attribué au hasard une arme parmi une épée, un arc ou une baguette magique. Avec un ami, on commence une partie. On s'intéresse aux armes de notre équipe. + \begin{enumerate} + \item Faire un arbre pour représenter la situation. + \item Lister les issues possibles et construire le tableau représentant la loi de probabilité. + \item Quelle est la probabilité que je commence avec une épée et que mon ami commence avec un arc ? + \item Quelle est la probabilité que mon ami ou moi commence avec une baguette magique ? + \end{enumerate} +\end{exercise} + \begin{exercise}[subtitle={La pièce}, step={2}, origin={Ma tête}, topics={ Introduction Probabilités }, tags={ Probabilité }, mode={\trainMode}] On prend une pièce de monnaie que l'on considère équilibrée. La face avec la valeur sera notée $P$ (pile) et celle avec le dessin $F$ (face). On lance la pièce trois fois de suite et on compte le nombre de $P$ obtenus. \begin{enumerate} diff --git a/2nd/07_Probabilites/plan_de_travail.pdf b/2nd/07_Probabilites/plan_de_travail.pdf index 01d1e863d43a9f7734a9640ea21f94c159268433..05f9f49856d3fce88b3fabc213a36b6fc7ba82ca 100644 GIT binary patch delta 24369 zcmZVkV{o8N*98hsY-?hBV%tt8wylZHE4FPL6Wg|J+ji#M&-?xPPMsfn*Q#FKRozv) zx>onvGclkE>7cb?kf2PQi80KWz?IHa3@IgY_XqVmL6>;}&mu@H~i0xN{7KE}{WnI_j4``FpRZ~7WxYzD&wPz0K8P6X%$ zb>H^y!;#pI(vz*whGHpP!|Y^EK49Ac?7NiW3jAkA)r&BRfJeHoZxU(}kOb{z+7_iG z4feV4=DEAWq>J(*?U)&OQokl(fp&dZo+K<#XA{Slsx_dCL*o`^ST$=_BiGu}=7VSc zZ{p!4`p#mEvpHH2WXZbG_X{Nx@Z9!kt6jksnwQVjbIm8{gK=iepPiP~2eSEZd@aP2 z*KrQ%o0Qm{tLM0~#dQH-(eH24ZP@r;4a0q7%K~5-lX4Y{+T9cE*FlfZPo1`q1 zEOf!lJ@_uFRYSU6;20ZR_OC@1@CUHQ})in1Hp~c72p_vc5NZZ65d(E{>dL- zSGlkwB5EW)_$&DEE4gn)k8x&~7|vWzc;q3J2m&z<9qAt?g4)?8G!w==jtTNCElZrw zHcC6{MRI>l}whtAh`l;Gi3cDKluh~*`Fh4+qog#=%=HvX-Op_sn}n3g zuP$an+i+}0HG9+!7BkFw9P>{a`q`03h!TesJd?!xRUT^HWj2JG(ot?Vt7fSeCRCr~ zeAh;FkcXd40a%{ff#gi2wJ*YJFrhk_EKoZ1=;Iq=qEt74aP(FsxADw{2X#}kDa8qP z+#v(WB1X!bXzTXI$P;x=I|6>M@xgv4?0&vN#$ni>!8$e=8E$%FpUsZ*Jzm>n-V^rH zU&?+J*2clbnb%v1KS{=Jn`6y%hX|au4(;$Ywe9cb6Gug*GWVsIJ*EpIKYcGr>(!Y@ z+(3${H1lo%o!YQVu48?USOSKWwdq07cQ&y1BQB;o%`I+Z*X~@bIgbePZS!=r0w&td z*d!S5x_ka(QC`7Q$=rG?@)x|5%~qUhb)|l_+G`LiW6U|wK1Xy-p$Y|QIa}iD(Ts&&|9BLaM~d)>2~a5qC#Fu*@Y?~A ztAhUmoUB1r?tH7Kw9HeD|5`kI)d`z6^w-b51MA5K%Vzi1s|5$6ay znA12T!D!Pv7bb{&Hb#VUYJHWnwJm>`t&np9J2rRH+%>XZT)z_O+w29-GsTV$=(nNj(SMGhM3MQ z2}fLuqx3-_{G+eyfDR;Qzq7wj+aGa3k9khpHSizuGwQ3_<>qr z8~_Wkfr1f%CkAc&QMb%aMPiPUQ?hC`+Ne^I22(*?2JWZmLu3?YG!f_ARtY~}5Y{)b zZM2fm2p!b-=;H~J1;>p}J;=lotF9<};0qRE1I0%B-DZ)Pni6VeQ=S>WB1P@kd+I^! zSW={Ysw|VEt%QgBZYChza`V!{Bt-{6Y)z2jYH|wL7{^CXM&qHI#

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z@Fh=d%MdDPsWn*nrQxk{Mt^@wqO&G*D0#MjM#)pQ>PbRqr3HxA>zJ(xZ>R#f)EW+= mTO|UE_eTG{9Xu>TVT+3Mqovx%fu0NViwohhvMOt;;QkNo%_~j- diff --git a/2nd/07_Probabilites/plan_de_travail.tex b/2nd/07_Probabilites/plan_de_travail.tex index 8f62408..eef2339 100644 --- a/2nd/07_Probabilites/plan_de_travail.tex +++ b/2nd/07_Probabilites/plan_de_travail.tex @@ -40,9 +40,7 @@ Savoir-faire de la séquence \listsectionexercises -\bigskip -\hline -\bigskip +\pagebreak \input{exercises.tex} \printcollection{banque}