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Feat: ajout des vidéos pour les exemples

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Bertrand Benjamin 2020-12-01 10:26:22 +01:00
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TST_sti2d/04_Integrale_et_Primitives/2B_formulaire.pdf
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TST_sti2d/04_Integrale_et_Primitives/2B_formulaire.tex
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@ -1,5 +1,7 @@
\documentclass[a4paper,10pt]{article} \documentclass[a4paper,10pt]{article}
\usepackage{myXsim} \usepackage{myXsim}
\usepackage{qrcode}
\author{Benjamin Bertrand} \author{Benjamin Bertrand}
\title{Integrale et Primitives - Cours} \title{Integrale et Primitives - Cours}
@ -55,5 +57,18 @@ Calculs des primitives des fonctions suivantes
z(t) = 4t^5 - \sin(x) \qquad \qquad Z(t) = z(t) = 4t^5 - \sin(x) \qquad \qquad Z(t) =
\] \]
\envideo{https://video.opytex.org/videos/watch/cc688f48-2e83-46a2-8c81-0e67f300a37b}{Les exemples traités}
\section{Calculer une primitive}
\paragraph{Exemples:}%
Calcul de la quantité suivante
\[
\int_0^{15} -0,2x^2 + 3x \; dx=
\]
\envideo{https://video.opytex.org/videos/watch/1ebc9f06-011f-48f2-b9c9-1297ef5a6634}{Reprendre le calcul de l'exemple et reproduire le graphique}
\end{document} \end{document}