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b/TES/Logarithme/Etude_fonction/1B_derive_ln.tex @@ -59,6 +59,9 @@ Calcul de la dérivée de $f(x) = 2x + 1 - 4\ln(x)$ Calcul de la dérivée de $f(x) = (2x+1)\ln(x)$ \afaire{} +Calcul de la dérivée de $f(x) = \dfrac{2x+1}{\ln(x)}$ +\afaire{} + diff --git a/TES/Logarithme/Etude_fonction/banque.tex b/TES/Logarithme/Etude_fonction/banque.tex index 915a8b8..ca838c4 100644 --- a/TES/Logarithme/Etude_fonction/banque.tex +++ b/TES/Logarithme/Etude_fonction/banque.tex @@ -69,7 +69,6 @@ \end{enumerate} \end{exercise} - \begin{exercise}[subtitle={Recherche par dichotomie}, step={2}, topics={Logarithme}] On considère la fonction $f$ définie sur $\intFF{1}{5}$ par \[ @@ -127,5 +126,4 @@ \end{enumerate} \end{exercise} - \collectexercisesstop{banque} diff --git a/TES/Logarithme/Etude_fonction/index.rst b/TES/Logarithme/Etude_fonction/index.rst index be2acbc..f23b1c8 100644 --- a/TES/Logarithme/Etude_fonction/index.rst +++ b/TES/Logarithme/Etude_fonction/index.rst @@ -2,7 +2,7 @@ #################################################################### :date: 2020-05-05 -:modified: 2020-05-06 +:modified: 2020-05-07 :authors: Bertrand Benjamin :category: TESL :tags: Logarithme @@ -31,7 +31,6 @@ Cours sur la représentation graphique du logarithme et les formules de dérivat :height: 200px :alt: Exerices techniques d'étude de signe de fonctions - Étape 3: Calculs d'aires ======================== diff --git a/TES/semaines.rst b/TES/semaines.rst index c483eeb..c3af337 100644 --- a/TES/semaines.rst +++ b/TES/semaines.rst @@ -27,6 +27,59 @@ J'essayerai de faire en sorte que le travail demandé ne dépasse pas dans la me Cette organisation est amenée à évoluer en fonction de mon ressenti et surtout en fonction du vôtre. +Semaine 20: 11/05 -> 15/05 +========================== + +Cette semaine, nous commençons le dernier chapitre sur le logarithme que l'on étudiera comme une fonction. Vous pouvez relire le chapitre précédent le concernant. + +S20 - Programme Visio (2h) +-------------------------- + +On commencera exactement à l'heure précisée donc essayez de vous connecter au moins 5min avant pour résoudre les éventuels problèmes techniques (je donnerai le lien 15 min avant). On commencera directement par la correction des questions flashs alors faites-les avant! + +- Lundi 9h15-9h45: présentation de la semaine, Introduction du logarithme +- Mercredi 10h15-10h45: Dérivation du logarithme +- Vendredi 11h15-11h55: Étude de fonctions et algorithme de recherche par dichotomie + +S20 - Questions flashs (3x5min) +------------------------------- + +- Lundi + +- Mercredi + +- Vendredi + + +S20 - Logarithme - étude de la fonction (2h15) +---------------------------------------------- + +- Exercice 1: Découverte des éléments remarquables du logarithme + +.. image:: ./Logarithme/Etude_fonction/1E_derivation.pdf + :height: 200px + :alt: Exercices de découverte du logarithme + +- Cours: Début du chapitre sur logarithme. Éléments remarquables et formules de dérivations. Une vidéo sur les exemples est prévue. + +.. image:: ./Logarithme/Etude_fonction/1B_derive_ln.pdf + :height: 200px + :alt: Cours: éléments remarquables du logarighme et formules de dérivation. + +- Exercice 2 et suivants: Dérivation de fonctions avec logarithmes. + +.. image:: ./Logarithme/Etude_fonction/1E_derivation.pdf + :height: 200px + :alt: Exercices de découverte du logarithme. + +- Exercices: étude de fonctions utilisant le logarithme + +**Exercice 2 à me rendre** + +.. image:: ./Logarithme/Etude_fonction/2E_variation.pdf + :height: 200px + :alt: Exercices d'étude de fonctions avec le logarithme. + Semaine 19: 4/05 -> 8/05 ========================