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@@ \item Donner une valeur approchée du minimum de la fonction $f$ sur l'intervalle [1,1~;~8] \item Quel est le signe de $f'(5)$ ? Justifier. - \item Encadrer l'intégrale $\displaystyle\int_2^4 f(x)\:\text{2}4 f(x)\:\text{d}x$ par deux entiers consécutifs. + \item Encadrer l'intégrale $\ds \int_2^4 f(x)\; dx$ par deux entiers consécutifs. \item La fonction $f$ est-elle convexe sur [1,1~;~3] ? Justifier. \end{enumerate} diff --git a/TES/semaines.rst b/TES/semaines.rst index 169c5c2..76366a1 100644 --- a/TES/semaines.rst +++ b/TES/semaines.rst @@ -35,9 +35,9 @@ S22 - 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 -- Mercredi 10h15-10h45: -- Vendredi 9h15-10h15: +- Lundi 9h15-9h45: présentation de la semaine, primitive du logarithme +- Mercredi 10h15-10h45: Q/R exercices d'annales +- Vendredi 9h15-10h15: Correction exercice 1 annales et Q/R sur les autres. S22 - Questions flashs (3x5min) ------------------------------- @@ -63,6 +63,21 @@ S22 - Questions flashs (3x5min) S22 - Logarithme (2h) --------------------- +Exercice 2: étude de fonction avec utilisation du logarithme + +.. image:: ./Logarithme/Etude_fonction/3E_primitive.pdf + :height: 200px + :alt: Exercices de calculs de primitives avec ln + +Exercices d'annales: L'exercice 1 est intéressant et sans pièges particulier. Le 2 est plus compliqué surtout au niveau de la dérivation. Le 3 est très original et pas évident mais parle d'une loi étonnante! + +**À rendre: Exercice 2 partie A (uniquement)** + +.. image:: ./Logarithme/Etude_fonction/4E_annales.pdf + :height: 200px + :alt: Exercices de calculs de primitives avec ln + + S22 - Loi normale (30min) -------------------------