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  <title>MES COURS DE S.E.S - Première</title>
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  <pubDate>Mon, 13 Apr 2026 11:16:23 +0200</pubDate>
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    <title>PREMIERE</title>
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    <pubDate>Tue, 27 Aug 2019 10:52:00 +0200</pubDate>
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&quot; style=&quot;float: right;&quot; width=&quot;117&quot; /&gt;&lt;/p&gt;

&lt;h3&gt; &lt;/h3&gt;

&lt;h3&gt; &lt;/h3&gt;

&lt;h3&gt; &lt;/h3&gt;

&lt;h3&gt; &lt;/h3&gt;

&lt;h3&gt; &lt;/h3&gt;

&lt;h3&gt; &lt;/h3&gt;

&lt;h2&gt;&lt;u&gt;&lt;strong&gt;Q1&lt;/strong&gt; : Comment un marché concurrentiel fonctionne-t-il ?&lt;/u&gt;&lt;/h2&gt;

&lt;h2&gt;Plan du chapitre :&amp;nbsp;&lt;a href=&quot;http://blog.ac-versailles.fr/mescoursdeses/public/plan_eleve_marche_concurrentiel_.doc&quot;&gt;plan élève marché&amp;nbsp;concurrentiel .doc&lt;/a&gt;&lt;/h2&gt;

&lt;p&gt;&lt;span style=&quot;color:#ffffff;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;background-color:#8e44ad;&quot;&gt;VIDEOS&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&amp;nbsp;:&amp;nbsp;&lt;a href=&quot;https://ses.ac-versailles.fr/spip.php?rubrique36&quot; hreflang=&quot;fr&quot;&gt;https://ses.ac-versailles.fr/spip.php?rubrique36&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;Fichier 1 &lt;/strong&gt;:&amp;nbsp;&lt;a href=&quot;http://blog.ac-versailles.fr/mescoursdeses/public/fichier_activites_premiere_C1_V1_2025.doc&quot;&gt;fichier 1.doc&lt;/a&gt;&amp;nbsp;;&amp;nbsp;&lt;a href=&quot;http://blog.ac-versailles.fr/mescoursdeses/public/fichier_activites_premiere_C1_V1_2025.pdf&quot;&gt;fichier 1.pdf&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;Fichier 2&lt;/strong&gt; :&amp;nbsp;&lt;a href=&quot;http://blog.ac-versailles.fr/mescoursdeses/public/fichier_activites_premiere_C1V2.doc&quot;&gt;fichier 2.doc&lt;/a&gt;&amp;nbsp;;&amp;nbsp;&lt;a href=&quot;http://blog.ac-versailles.fr/mescoursdeses/public/fichier_activites_premiere_C1V2.pdf&quot;&gt;fichier 2.pdf&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;Fichier 3&lt;/strong&gt; :&amp;nbsp;&lt;a href=&quot;http://blog.ac-versailles.fr/mescoursdeses/public/fichier_activites_premiere_C1V3.doc&quot;&gt;fichier 3.doc&lt;/a&gt;&amp;nbsp;;&amp;nbsp;&lt;a href=&quot;http://blog.ac-versailles.fr/mescoursdeses/public/fichier_activites_premiere_C1V3.pdf&quot;&gt;fichier 3.pdf&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;Fichier 4&lt;/strong&gt; :&amp;nbsp;&lt;a href=&quot;http://blog.ac-versailles.fr/mescoursdeses/public/fichier_activites_premiere_C1V4.doc&quot;&gt;fichier 4.doc&lt;/a&gt;&amp;nbsp;;&amp;nbsp;&lt;a href=&quot;http://blog.ac-versailles.fr/mescoursdeses/public/fichier_activites_premiere_C1V4.pdf&quot;&gt;fichier 4.pdf&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;Fichier 5&lt;/strong&gt; :&amp;nbsp;&lt;a href=&quot;http://blog.ac-versailles.fr/mescoursdeses/public/fichier_activites_premiere_C1V5.doc&quot;&gt;fichier 5.doc&lt;/a&gt;&amp;nbsp;;&amp;nbsp;&lt;a href=&quot;http://blog.ac-versailles.fr/mescoursdeses/public/fichier_activites_premiere_C1V5_pdf.pdf&quot;&gt;fichier 5.pdf&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;color:#f39c12;&quot;&gt;&lt;strong&gt;REVISIONS INTERACTIVES&lt;/strong&gt;&lt;/span&gt; :&amp;nbsp;&lt;a href=&quot;http://blog.ac-versailles.fr/mescoursdeses/public/NOLEJ_activites_interactives_V_eleve.pdf&quot;&gt;NOLEJ activités interactives V élève.pdf&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;color:#ffffff;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;background-color:#27ae60;&quot;&gt;PRESSE&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt; : &lt;a href=&quot;https://www.lemonde.fr/economie/article/2020/08/28/pour-la-premiere-fois-l-autorite-de-la-concurrence-interdit-une-operation-de-concentration-de-deux-hypermarches_6050203_3234.html&quot; hreflang=&quot;fr&quot;&gt;Opération de concentration de 2 hypermarchés sanctionnée&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;color:#ffffff;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;background-color:#27ae60;&quot;&gt;PRESSE&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt; : &lt;a href=&quot;https://www.lemonde.fr/economie/article/2021/10/04/petrole-l-opep-annonce-qu-elle-n-augmentera-pas-significativement-la-production-les-prix-s-envolent_6097096_3234.html&quot; hreflang=&quot;fr&quot;&gt;L'OPEP+ annonce qu'elle n'augmentera pas significativement la production&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;color:#ffffff;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;background-color:#2980b9;&quot;&gt;PODCAST&amp;nbsp;&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;span style=&quot;background-color:#2980b9;&quot;&gt; &lt;/span&gt;: &lt;a href=&quot;https://www.lemonde.fr/podcasts/article/2021/11/09/pourquoi-les-prix-de-l-energie-flambent-ils_6101451_5463015.html&quot; hreflang=&quot;fr&quot;&gt;Pourquoi les prix de l'énergie flambent-ils ?&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;color:#ffffff;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;background-color:#8e44ad;&quot;&gt;VIDEO &lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&amp;nbsp;: &lt;a href=&quot;https://www.lemonde.fr/economie/video/2020/05/10/coronavirus-la-crise-economique-due-a-l-epidemie-est-unique-voici-pourquoi_6039218_3234.html&quot; hreflang=&quot;fr&quot;&gt;Crise du coronavirus, offre et demande&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;color:#e74c3c;&quot;&gt;&lt;strong&gt;Réalisation d'une élève &lt;/strong&gt;:&lt;/span&gt; &lt;a href=&quot;http://blog.ac-versailles.fr/mescoursdeses/public/taxe_forfaitaire_Eugenie.pdf&quot;&gt;&amp;nbsp;représentations graphiques réalisées par Eugénie (2025).pdf&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;Des sujets pour vous entraîner et préparer le DST (ce sont les sujets des deux dernières années), merci Charles :&lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;&lt;a href=&quot;http://blog.ac-versailles.fr/mescoursdeses/public/DST_2024_marches_concurrentiels.docx&quot;&gt;DST 2024 marches concurrentiels.docx&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&lt;a href=&quot;http://blog.ac-versailles.fr/mescoursdeses/public/DST_2023_marches_concurrentiels.docx&quot;&gt;DST 2023 marches concurrentiels.docx&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;color:#c0392b;&quot;&gt;&lt;strong&gt;Correction DST n°1 :&lt;/strong&gt;&lt;/span&gt;&amp;nbsp;&amp;nbsp;&lt;a href=&quot;http://blog.ac-versailles.fr/mescoursdeses/public/DST_marches_concurrentiels_2025_correction.pdf&quot;&gt;DST marchés concurrentiels 2025 correction.pdf&lt;/a&gt;&lt;/p&gt;

&lt;p&gt; &lt;/p&gt;

&lt;h2&gt;&lt;u&gt;&lt;strong&gt;Q2&lt;/strong&gt; : Comment la socialisation contribue à expliquer les différences de comportement entre les individus ?&lt;/u&gt;&lt;/h2&gt;

&lt;h2&gt;Plan du cours : &lt;a href=&quot;http://blog.ac-versailles.fr/mescoursdeses/public/plan.doc&quot;&gt;plan.doc&lt;/a&gt;&lt;/h2&gt;

&lt;p&gt;&lt;span style=&quot;color:#ffffff;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;background-color:#f39c12;&quot;&gt;VIDEO&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;: &quot;Victor, l'enfant sauvage&quot; : &lt;a href=&quot;https://blog-histoire.fr/2000-ans-histoire/2496-victor-lenfant-sauvage-de-laveyron.html&quot; hreflang=&quot;fr&quot;&gt;ici&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;color:#ffffff;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;background-color:#f39c12;&quot;&gt;VIDEO&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt; : &quot; les bonnes conditions&quot; : &lt;a href=&quot;https://www.facebook.com/artetv/videos/10156501699958945/&quot; hreflang=&quot;fr&quot;&gt;ici&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;color:#ffffff;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;background-color:#f39c12;&quot;&gt;VIDEO&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt; : &quot; la socialisation des infirmiers&quot; : &lt;a href=&quot;https://www.youtube.com/watch?v=lKwLgR-a1cg&quot; hreflang=&quot;fr&quot;&gt;ici&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;color:#ffffff;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;background-color:#f39c12;&quot;&gt;VIDEO&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt; : &quot; configuration familiale et socialisation&quot; : &lt;a href=&quot;https://vimeo.com/268363574&quot; hreflang=&quot;fr&quot;&gt;ici&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;color:#ffffff;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;background-color:#27ae60;&quot;&gt;PRESSE&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt; : &lt;a href=&quot;https://www.lemonde.fr/campus/article/2021/10/19/le-paradoxe-des-transclasses-heros-malgre-eux_6098904_4401467.html&quot; hreflang=&quot;fr&quot;&gt;Le paradoxe des transclasses&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;color:#c0392b;&quot;&gt;&lt;strong&gt;ZONE d'ENTRAINEMENT :&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;- sujet 2023 :&amp;nbsp;&lt;a href=&quot;http://blog.ac-versailles.fr/mescoursdeses/public/DST_2023_ec1_ec2.pdf&quot;&gt;sujet.pdf&lt;/a&gt;&amp;nbsp;;&amp;nbsp;&lt;a href=&quot;http://blog.ac-versailles.fr/mescoursdeses/public/DST_2023_ec1_ec2_-_Correction.pdf&quot;&gt;Correction.pdf&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;- sujet 2024 :&amp;nbsp;&lt;a href=&quot;http://blog.ac-versailles.fr/mescoursdeses/public/DST_2024_ec1_ec2.pdf&quot;&gt;sujet.pdf&lt;/a&gt;&amp;nbsp;;&amp;nbsp;&lt;a href=&quot;http://blog.ac-versailles.fr/mescoursdeses/public/DST_2024_ec1_ec2_-_Correction.pdf&quot;&gt;Correction.pdf&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;color:#c0392b;&quot;&gt;&lt;strong&gt;Correction DST n°2&amp;nbsp;:&lt;/strong&gt;&lt;/span&gt;&amp;nbsp;&lt;a href=&quot;http://blog.ac-versailles.fr/mescoursdeses/public/DST_2025_ec1_ec2_-_correction.pdf&quot;&gt;DST 2025 ec1 ec2 - correction.pdf&lt;/a&gt;&lt;/p&gt;

&lt;p&gt; &lt;/p&gt;

&lt;h2&gt;&lt;u&gt;&lt;strong&gt;Q3&lt;/strong&gt;&amp;nbsp;: Comment les agents économiques se financent-ils ?&lt;/u&gt;&lt;/h2&gt;

&lt;h2&gt;Plan du cours : &lt;a href=&quot;http://blog.ac-versailles.fr/mescoursdeses/public/plan_financement.doc&quot;&gt;plan financement.doc&lt;/a&gt;&lt;/h2&gt;

&lt;figure style=&quot;float: left; margin: 0 1em 1em 0;&quot;&gt;&lt;a class=&quot;media-link&quot; href=&quot;http://blog.ac-versailles.fr/mescoursdeses/public/du_CA_a_epargne_brute.PNG&quot;&gt;&lt;img alt=&quot;du CA à epargne brute.PNG&quot; class=&quot;media&quot; src=&quot;http://blog.ac-versailles.fr/mescoursdeses/public/.du_CA_a_epargne_brute_s.png&quot; /&gt;&lt;/a&gt;

&lt;figcaption&gt; &lt;/figcaption&gt;
&lt;/figure&gt;

&lt;p&gt; &lt;/p&gt;

&lt;p&gt; &lt;/p&gt;

&lt;p&gt; &lt;/p&gt;

&lt;p&gt; &lt;/p&gt;

&lt;p&gt; &lt;/p&gt;

&lt;p&gt; &lt;/p&gt;

&lt;figure&gt;&lt;a class=&quot;media-link&quot; href=&quot;http://blog.ac-versailles.fr/mescoursdeses/public/canaux_de_financement2022.PNG&quot;&gt;&lt;img alt=&quot;canaux de financement2022.PNG&quot; class=&quot;media&quot; src=&quot;http://blog.ac-versailles.fr/mescoursdeses/public/.canaux_de_financement2022_m.png&quot; /&gt;&lt;/a&gt;

&lt;figcaption&gt;canaux de financement2022.PNG, janv. 2022&lt;/figcaption&gt;
&lt;/figure&gt;

&lt;p&gt;&lt;span style=&quot;color:#ffffff;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;background-color:#8e44ad;&quot;&gt;OUTIL&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;: &lt;a href=&quot;https://www.tableau-amortissement.org/&quot; hreflang=&quot;fr&quot;&gt;Simulation de prêt bancaire&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;color:#ecf0f1;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;background-color:#c0392b;&quot;&gt;ESCAPE GAME&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt; :&amp;nbsp;&lt;span style=&quot;font-size:11pt&quot;&gt;&lt;span style=&quot;line-height:107%&quot;&gt;&lt;span style=&quot;font-family:Calibri,sans-serif&quot;&gt;&lt;a href=&quot;https://view.genially.com/686291de76dca29e27370f02/interactive-content-start-up-survival-mission-financement&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;https://view.genially.com/686291de76dca29e27370f02/interactive-content-start-up-survival-mission-financement&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;color:#c0392b;&quot;&gt;&lt;strong&gt;ZONE d'ENTRAINEMENT :&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;- sujet d'entraînement :&amp;nbsp;&lt;a href=&quot;http://blog.ac-versailles.fr/mescoursdeses/public/DST_2025_ec1_ec2_financement_-_V2.pdf&quot;&gt;DST 2025 ec1 ec2 financement - V2.pdf&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;color:#c0392b;&quot;&gt;&lt;strong&gt;Correction DST n°3&amp;nbsp;:&lt;/strong&gt;&lt;/span&gt;&amp;nbsp;&lt;a href=&quot;http://blog.ac-versailles.fr/mescoursdeses/public/DST_2025_ec1_ec2_financement_-_Correction.pdf&quot;&gt;DST 2025 ec1 ec2 financement - Correction.pdf&lt;/a&gt;&amp;nbsp;;&amp;nbsp;&lt;a href=&quot;http://blog.ac-versailles.fr/mescoursdeses/public/DST_2025_ec1_ec2_financement_rattrapage_-_Correction.pdf&quot;&gt;DST 2025 ec1 ec2 financement rattrapage - Correction.pdf&lt;/a&gt;&lt;/p&gt;

&lt;p&gt; &lt;/p&gt;

&lt;p&gt; &lt;/p&gt;

&lt;h2&gt;&lt;u&gt;&lt;strong&gt;Q4&lt;/strong&gt; : Comment se forme et s'exprime l'opinion publique ?&lt;/u&gt;&lt;/h2&gt;

&lt;h2&gt;&lt;span style=&quot;color:#ecf0f1;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;background-color:#f39c12;&quot;&gt;VIDEO&lt;/span&gt;&lt;/strong&gt;&lt;span style=&quot;background-color:#f39c12;&quot;&gt; pour le cours inversé&lt;/span&gt;&lt;/span&gt; : &lt;a href=&quot;https://www.youtube.com/watch?v=s4GlklkE_ao&amp;amp;feature=youtu.be&quot; hreflang=&quot;fr&quot;&gt;Comment se forme et s'exprime l'opinion publique ?&lt;/a&gt;&lt;/h2&gt;

&lt;p&gt;&lt;span style=&quot;color:#ffffff;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;background-color:#f39c12;&quot;&gt;VIDEO&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt; (complément) : &lt;a href=&quot;https://www.francetvinfo.fr/societe/video-envoye-special-secrets-de-sondages_2139025.html&quot; hreflang=&quot;fr&quot;&gt;Secrets des sondages ( Envoyé spécial - France 2)&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;color:#ffffff;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;background-color:#f39c12;&quot;&gt;VIDEO&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt; (complément) : &lt;a href=&quot;https://www.youtube.com/watch?v=FwcN0KrRjDo&amp;amp;t=1s&quot; hreflang=&quot;fr&quot;&gt;10 questions sur les sondages (Franceinfo)&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;color:#ffffff;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;background-color:#f39c12;&quot;&gt;AUDIO&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;(complément) : &lt;a href=&quot;https://www.franceculture.fr/emissions/la-suite-dans-les-idees/lopinion-publique-existe-t-elle-sur-internet&quot; hreflang=&quot;fr&quot;&gt;L'opinion publique existe-t-elle sur Internet ?&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;color:#ffffff;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;background-color:#f39c12;&quot;&gt;VIDEO&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt; (complément) : &lt;a href=&quot;https://www.francetvinfo.fr/economie/emploi/carriere/entreprendre/aides/emmanuel-macron-une-operation-de-communication-savamment-orchestree_2799941.html&quot; hreflang=&quot;fr&quot;&gt;&quot;un pognon de dingue&quot;,un&amp;nbsp;exemple de communication politique&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;color:#8e44ad;&quot;&gt;&lt;strong&gt;Synthèse finale du cours&lt;/strong&gt;&lt;/span&gt; :&amp;nbsp;&lt;a href=&quot;http://blog.ac-versailles.fr/mescoursdeses/public/synthese_eleve_2025.pdf&quot;&gt;synthèse élève 2026.pdf&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;color:#c0392b;&quot;&gt;&lt;strong&gt;ZONE d'ENTRAINEMENT :&amp;nbsp;&lt;/strong&gt;&lt;a href=&quot;http://blog.ac-versailles.fr/mescoursdeses/public/EC3_entrainement.pdf&quot;&gt;EC3 d'entrainement.pdf&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;color:#c0392b;&quot;&gt;&lt;strong&gt;Correction de l'activité sur l'enquête sociologique :&amp;nbsp;&lt;/strong&gt;&lt;a href=&quot;http://blog.ac-versailles.fr/mescoursdeses/public/copie_d_eleve_anonymisee.pdf&quot;&gt;copie d'élève anonymisée.pdf&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt; &lt;/p&gt;

&lt;p&gt; &lt;/p&gt;

&lt;h2&gt;&lt;u&gt;&lt;strong&gt;Q5&lt;/strong&gt;&amp;nbsp;: Comment les marchés imparfaitement concurrentiels fonctionnent-ils ?&lt;/u&gt;&lt;/h2&gt;

&lt;h2&gt;Plan du cours : &lt;a href=&quot;http://blog.ac-versailles.fr/mescoursdeses/public/plan_marches_imparfaits.doc&quot;&gt;plan marches imparfaits.doc&lt;/a&gt;&lt;/h2&gt;

&lt;p&gt;&lt;span style=&quot;color:#ffffff;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;background-color:#27ae60;&quot;&gt;PRESSE&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;span style=&quot;background-color:#27ae60;&quot;&gt; &lt;/span&gt;: &lt;a href=&quot;https://www.lemonde.fr/pixels/article/2020/12/16/ce-goliath-de-l-internet-manipule-le-marche-plusieurs-etats-americains-engagent-des-poursuites-contre-google_6063653_4408996.html&quot; hreflang=&quot;fr&quot;&gt;Google sanctionné aux USA ?&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;color:#ffffff;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;background-color:#27ae60;&quot;&gt;PRESSE&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt; : &lt;a href=&quot;https://www.lemonde.fr/economie/article/2020/08/28/pour-la-premiere-fois-l-autorite-de-la-concurrence-interdit-une-operation-de-concentration-de-deux-hypermarches_6050203_3234.html&quot; hreflang=&quot;fr&quot;&gt;Opération de concentration entre hypermarchés interdite par l'Autorité de la concurrence&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;color:#ffffff;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;background-color:#27ae60;&quot;&gt;PRESSE&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt; :&lt;span style=&quot;font-size:11pt&quot;&gt;&lt;span style=&quot;line-height:normal&quot;&gt;&lt;span style=&quot;font-family:Calibri,sans-serif&quot;&gt;&lt;a href=&quot;https://www.latribune.fr/technos-medias/coup-de-tonnerre-tf1-et-m6-abandonnent-leur-projet-de-fusion-932936.html&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;Abandon du projet de fusion entre TF1 et M6 en 2022&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;Le dilemme du prisonnier : &lt;a href=&quot;http://blog.ac-versailles.fr/mescoursdeses/public/dilemme_du_prisonnier.pptx&quot;&gt;dilemme du prisonnier.pptx&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;color:#ffffff;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;background-color:#f39c12;&quot;&gt;VIDEO : &lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;Le dilemme du prisonnier : &lt;a href=&quot;https://www.youtube.com/watch?v=G9ER5bLxQEU&quot; hreflang=&quot;fr&quot;&gt;vidéo&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;color:#ffffff;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;background-color:#8e44ad;&quot;&gt;ANIMATION&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt; pour mieux comprendre la théorie des jeux avec des jeux répétés :&lt;a href=&quot;https://ayowel.github.io/trust/&quot; hreflang=&quot;fr&quot;&gt; le jeu de la confiance&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;color:#c0392b;&quot;&gt;&lt;strong&gt;ZONE d'ENTRAINEMENT :&amp;nbsp;&lt;/strong&gt;&lt;a href=&quot;http://blog.ac-versailles.fr/mescoursdeses/public/Correction_EC3_entrainement_marches_imparfaits.pdf&quot;&gt;Correction EC3 entraînement marchés imparfaits.pdf&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;color:#c0392b;&quot;&gt;&lt;strong&gt;Correction DST n°4 (EC3) :&amp;nbsp;&lt;/strong&gt;&lt;a href=&quot;http://blog.ac-versailles.fr/mescoursdeses/public/copie_d_eleve_marches_imparfaits.pdf&quot;&gt;copie d'élève marchés imparfaits.pdf&lt;/a&gt;&amp;nbsp;;&amp;nbsp;&lt;a href=&quot;http://blog.ac-versailles.fr/mescoursdeses/public/EC3_2026_DST_marches_imparfaits_-_Correction.pdf&quot;&gt;EC3 2026 DST marchés imparfaits - Correction.pdf&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt; &lt;/p&gt;

&lt;p&gt; &lt;/p&gt;

&lt;h2&gt;&lt;u&gt;&lt;strong&gt;Q6&lt;/strong&gt;&amp;nbsp;: Qu'est-ce que la monnaie et comment est-elle créée ?&lt;/u&gt;&lt;/h2&gt;

&lt;h2&gt;Plan du cours : &lt;a href=&quot;http://blog.ac-versailles.fr/mescoursdeses/public/plan_monnaie.doc&quot;&gt;plan monnaie.doc&lt;/a&gt;&lt;/h2&gt;

&lt;p&gt;Mots croisés : &lt;a href=&quot;http://blog.ac-versailles.fr/mescoursdeses/public/La_monnaie1.html&quot;&gt;La monnaie1.html&lt;/a&gt;&amp;nbsp; /&amp;nbsp;&lt;a href=&quot;http://blog.ac-versailles.fr/mescoursdeses/public/La_monnaie2.html&quot;&gt;La monnaie2.html&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;color:#ffffff;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;background-color:#f39c12;&quot;&gt;VIDEO&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt; :&amp;nbsp;&lt;span style=&quot;font-size:11pt&quot;&gt;&lt;span style=&quot;line-height:107%&quot;&gt;&lt;span style=&quot;font-family:Calibri,sans-serif&quot;&gt;&lt;a href=&quot;https://www.arte.tv/fr/videos/123428-002-A/est-il-vrai-que-le-troc-a-ete-la-premiere-forme-de-monnaie/&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;Est-il vrai que le troc a été la première forme de monnaie&amp;nbsp;? (Arte)&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;color:#ffffff;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;background-color:#f39c12;&quot;&gt;VIDEO&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt; :&amp;nbsp;&lt;span style=&quot;font-size:11pt&quot;&gt;&lt;span style=&quot;line-height:107%&quot;&gt;&lt;span style=&quot;font-family:Calibri,sans-serif&quot;&gt;&lt;a href=&quot;https://www.citeco.fr/premieres-pieces-de-monnaie#:~:text=Les%20premi%C3%A8res%20pi%C3%A8ces%20de%20monnaie,charri%C3%A9es%20par%20la%20rivi%C3%A8re%20Pactole.&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;L’histoire des premières pièces de monnaie (Citéco)&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;color:#ffffff;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;background-color:#f39c12;&quot;&gt;VIDEO&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt; : &lt;a href=&quot;https://www.youtube.com/watch?v=-QK33eDeCew&quot; hreflang=&quot;fr&quot;&gt;L'argent dette (pour mieux comprendre la création monétaire)&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;color:#ffffff;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;background-color:#f39c12;&quot;&gt;VIDEO&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt; :&amp;nbsp;&lt;span style=&quot;font-size:11pt&quot;&gt;&lt;span style=&quot;line-height:107%&quot;&gt;&lt;span style=&quot;font-family:Calibri,sans-serif&quot;&gt;&lt;a href=&quot;https://www.youtube.com/watch?v=R2SNf_Y0p4c&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;Comment fonctionnent les taux directeurs&amp;nbsp;? (ABC de l’économie)&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;color:#ffffff;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;background-color:#f39c12;&quot;&gt;VIDEO&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt; : &lt;a href=&quot;https://www.youtube.com/watch?app=desktop&amp;amp;v=mI3ut5-IfA4&quot; hreflang=&quot;fr&quot;&gt;Les différents moyens de paiement (Banque de France)&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;DONNEES&lt;/strong&gt; : les taux directeurs de la BCE :&amp;nbsp;&lt;span style=&quot;font-size:11pt&quot;&gt;&lt;span style=&quot;line-height:107%&quot;&gt;&lt;span style=&quot;font-family:Calibri,sans-serif&quot;&gt;&lt;a href=&quot;https://www.banque-france.fr/fr/les-taux-monetaires-directeurs&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;https://www.banque-france.fr/fr/les-taux-monetaires-directeurs&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;color:#ffffff;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;background-color:#27ae60;&quot;&gt;PRESSE&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&amp;nbsp;&lt;a href=&quot;https://www.lemonde.fr/economie/article/2023/09/14/la-bce-releve-de-nouveau-ses-taux-directeurs-a-des-niveaux-jamais-atteints_6189372_3234.html&quot; hreflang=&quot;fr&quot;&gt;La BCE remonte ses taux à des niveaux jamais atteints pour lutter contre l'inflation (Le Monde, 14/09/2023)&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;color:#8e44ad;&quot;&gt;&lt;strong&gt;Note de lecture Melchior&lt;/strong&gt;&lt;/span&gt; :&amp;nbsp;&lt;span style=&quot;font-size:11pt&quot;&gt;&lt;span style=&quot;line-height:107%&quot;&gt;&lt;span style=&quot;font-family:Calibri,sans-serif&quot;&gt;&lt;a href=&quot;https://www.melchior.fr/note-de-lecture/crypto-actifs-une-menace-pour-l-ordre-monetaire-et-financier&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;https://www.melchior.fr/note-de-lecture/crypto-actifs-une-menace-pour-l-ordre-monetaire-et-financier&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;color:#ecf0f1;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;background-color:#2980b9;&quot;&gt;PODCAST AUDIO&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt; : &lt;a href=&quot;https://www.radiofrance.fr/franceculture/podcasts/serie-inflation-une-histoire-monetaire&quot; hreflang=&quot;fr&quot;&gt;Inflation, une histoire monétaire (France culture)&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;Fiche l'éco en bref&lt;/strong&gt; : &lt;a href=&quot;http://blog.ac-versailles.fr/mescoursdeses/public/20230719_eco-en-bref_europe.pdf&quot;&gt;La banque de France et l'Europe.pdf&lt;/a&gt;&lt;/p&gt;

&lt;p&gt; &lt;/p&gt;

&lt;h3&gt; &lt;/h3&gt;

&lt;h2&gt;&lt;u&gt;&lt;strong&gt;Q7&lt;/strong&gt; : Quels sont les processus sociaux qui contribuent à la déviance ?&lt;/u&gt;&lt;/h2&gt;

&lt;h2&gt;Plan du cours : &lt;a href=&quot;http://blog.ac-versailles.fr/mescoursdeses/public/plan_deviance.doc&quot;&gt;plan déviance.doc&lt;/a&gt;&lt;/h2&gt;

&lt;p&gt;&lt;span style=&quot;color:#ffffff;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;background-color:#f39c12;&quot;&gt;VIDEO&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt; : &lt;a href=&quot;https://www.francetvinfo.fr/societe/education/telephones-portables-faut-il-les-interdire-dans-les-lycees_2998757.html&quot; hreflang=&quot;fr&quot;&gt;Réguler le téléphone portable à l'école : un exemple de contrôle social&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;color:#ffffff;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;background-color:#f39c12;&quot;&gt;VIDEO&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt; : &lt;a href=&quot;https://www.lemonde.fr/societe/video/2017/06/17/le-monde-est-il-de-plus-en-plus-homophobe_5146263_3224.html&quot; hreflang=&quot;fr&quot;&gt;Le cas de l'homosexualité : la relativité temporelle et géographique des normes et valeurs&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;color:#ffffff;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;background-color:#f39c12;&quot;&gt;VIDEO&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt; : &lt;a href=&quot;https://www.ina.fr/ina-eclaire-actu/video/man2003058207/1956-interdiction-de-l-alcool-dans-les-cantines-scolaires&quot; hreflang=&quot;fr&quot;&gt;1956, fin de l'alcool dans les cantines scolaires (relativité des normes)&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;color:#ffffff;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;background-color:#f39c12;&quot;&gt;VIDEO&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt; :&lt;a href=&quot;https://www.youtube.com/watch?v=Y0pdUyFC7As&quot; hreflang=&quot;fr&quot;&gt; Ma première cigarette : pression du groupe et évolution des normes&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;color:#ffffff;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;background-color:#f39c12;&quot;&gt;VIDEO&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&amp;nbsp;:&amp;nbsp;&lt;span style=&quot;font-size:11pt&quot;&gt;&lt;span style=&quot;line-height:107%&quot;&gt;&lt;span style=&quot;font-family:Calibri,sans-serif&quot;&gt;&lt;a href=&quot;https://www.youtube.com/watch?v=RXtZt9Rz_2A&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;Evolution des mœurs&amp;nbsp;: être homosexuel en France en 1979 (INA)&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;color:#ffffff;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;background-color:#f39c12;&quot;&gt;VIDEO&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt; : &lt;a href=&quot;https://www.francetvinfo.fr/faits-divers/police/video-les-chiffres-de-la-delinquance-refletent-ils-la-realite_2522093.html&quot; hreflang=&quot;fr&quot;&gt;Les chiffres de la délinquance&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;color:#ffffff;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;background-color:#27ae60;&quot;&gt;PRESSE&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&amp;nbsp;:&lt;a href=&quot;https://blog.insee.fr/les-petits-delits-poursuivis-par-les-statistiques/&quot; hreflang=&quot;fr&quot;&gt; Les petits délits poursuivis par les statistiques ! (blog Insee)&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;color:#ffffff;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;background-color:#2980b9;&quot;&gt;DOCUMENTAIRE&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;span style=&quot;background-color:#2980b9;&quot;&gt; &lt;/span&gt;: &lt;a href=&quot;https://www.youtube.com/watch?v=Jt2HA7jfzj8&quot; hreflang=&quot;fr&quot;&gt;&quot;Ma femme a du crédit&quot; Documentaire LCP sur le crédit social&amp;nbsp;en Chine (contrôle social, réponse aux comportements déviants)&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;color:#ecf0f1;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;background-color:#8e44ad;&quot;&gt;ENTRETIEN&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt; : &lt;a href=&quot;https://www.scienceshumaines.com/la-deviance-un-metier-qui-s-apprend-rencontre-avec-howard-becker_fr_42449.html&quot; hreflang=&quot;fr&quot;&gt;Entretien avec Howard Becker (Sciences humaines)&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;Expérience de Stanley Milgram&lt;/strong&gt; (I comme Icare) :&amp;nbsp;&lt;span style=&quot;font-size:11.0pt&quot;&gt;&lt;span style=&quot;line-height:107%&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot;&gt;&amp;nbsp;&lt;a href=&quot;https://www.youtube.com/watch?v=DvGyowzCCPU&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;https://www.youtube.com/watch?v=DvGyowzCCPU&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt; &lt;/p&gt;

&lt;h2&gt;&lt;u&gt;&lt;strong&gt;Q8&lt;/strong&gt;&amp;nbsp;: Quelles sont les principales défaillances du marché ?&lt;/u&gt;&lt;/h2&gt;

&lt;p&gt;Plan du cours : &lt;a href=&quot;http://blog.ac-versailles.fr/mescoursdeses/public/plan_defaillances_du_marche.doc&quot;&gt;plan défaillances des marchés.doc&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;color:#ffffff;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;background-color:#27ae60;&quot;&gt;PRESSE&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt; (notion : externalité) : &lt;a href=&quot;https://www.lemonde.fr/planete/article/2020/02/25/pesticides-la-fronde-s-elargit-contre-les-distances-d-epandage-du-gouvernement_6030715_3244.html&quot; hreflang=&quot;fr&quot;&gt;conflit autour de la gestion d'une externalité : les zones de non-traitement (ZNT)&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;color:#ffffff;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;background-color:#27ae60;&quot;&gt;PRESSE&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt; (notion : bien commun) :&lt;a href=&quot;https://www.lemonde.fr/planete/article/2019/12/14/la-deforestation-en-amazonie-bresilienne-a-plus-que-double-en-un-an_6022890_3244.html&quot; hreflang=&quot;fr&quot;&gt; La déforestation en Amazonie brésilienne a presque doublé en un an&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;color:#ffffff;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;background-color:#27ae60;&quot;&gt;PRESSE&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;(notion : asymétrie d'information) : &lt;a href=&quot;https://www.lemonde.fr/vie-quotidienne/article/2018/09/05/merule-et-vice-cache-pas-de-condamnation-pour-le-vendeur-de-bonne-foi_6004665_5057666.html&quot; hreflang=&quot;fr&quot;&gt;Vice caché lors d'une vente immobilière et démêlés judiciaires&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;color:#ffffff;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;background-color:#27ae60;&quot;&gt;PRESSE&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt; (notion : surexploitation des ressources) : &lt;a href=&quot;https://www.lemonde.fr/planete/article/2020/03/04/jour-du-dereglement-a-compter-du-jeudi-5-mars-la-france-a-une-dette-climatique_6031769_3244.html&quot; hreflang=&quot;fr&quot;&gt;Le jour du dépassement&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;color:#ffffff;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;background-color:#27ae60;&quot;&gt;PRESSE&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt; (notion : lutte contre l'aléa moral) :&lt;a href=&quot;https://www.lemonde.fr/societe/article/2024/01/22/franchises-medicales-le-doublement-sera-effectif-fin-mars-annonce-le-gouvernement_6212324_3224.html&quot; hreflang=&quot;fr&quot;&gt; Franchises médicales, le doublement sera effectif fin mars (Le Monde, 22/01/2024)&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&lt;br /&gt;
 &lt;/p&gt;

&lt;h2&gt;&lt;u&gt;&lt;strong&gt;Q9&lt;/strong&gt; : Voter : une affaire individuelle ou collective ?&lt;/u&gt;&lt;/h2&gt;

&lt;h2&gt;Plan du cours :&amp;nbsp;&lt;a href=&quot;http://blog.ac-versailles.fr/mescoursdeses/public/plan_du_cours.docx&quot;&gt;Chapitre 9 : Voter: une affaire individuelle ou collective ?&lt;/a&gt;&lt;/h2&gt;

&lt;p&gt;&lt;span style=&quot;color:#ffffff;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;background-color:#f39c12;&quot;&gt;INTERVIEW&amp;nbsp;&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt; : &lt;a href=&quot;https://www.youtube.com/watch?app=desktop&amp;amp;v=9eJxyFs7KoM&amp;amp;feature=youtu.be&quot; hreflang=&quot;fr&quot;&gt;Céline Braconnier, La démocratie de l'abstention&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;color:#ffffff;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;background-color:#2980b9;&quot;&gt;PODCAST&amp;nbsp;&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;span style=&quot;background-color:#2980b9;&quot;&gt; &lt;/span&gt;: &lt;a href=&quot;https://www.lemonde.fr/podcasts/article/2021/10/19/les-partis-politiques-servent-ils-encore-a-quelque-chose_6098914_5463015.html&quot; hreflang=&quot;fr&quot;&gt;Les partis politiques servent-ils (encore) à quelque chose ?&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;color:#ffffff;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;background-color:#2980b9;&quot;&gt;PODCAST&amp;nbsp;&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;span style=&quot;background-color:#2980b9;&quot;&gt; &lt;/span&gt;: Le vote des femmes en France (Anja Durovic) : &lt;a href=&quot;https://www.radiofrance.fr/franceculture/podcasts/france-culture-va-plus-loin-l-invite-e-des-matins/presidentielles-europeennes-ce-que-votent-les-femmes-1319515&quot; hreflang=&quot;fr&quot;&gt;Extrait audio&lt;/a&gt;&lt;/p&gt;

&lt;p&gt; &lt;/p&gt;

&lt;h3&gt; &lt;/h3&gt;

&lt;h2&gt;&lt;u&gt;&lt;strong&gt;Q10&lt;/strong&gt; : Comment se construisent et évoluent les liens sociaux ?&lt;/u&gt;&lt;/h2&gt;

&lt;h2&gt;Plan du cours : &lt;a href=&quot;http://blog.ac-versailles.fr/mescoursdeses/public/plan_lien_sociaux.doc&quot;&gt;plan lien sociaux.doc&lt;/a&gt;&lt;/h2&gt;

&lt;p&gt;&lt;span style=&quot;color:#ffffff;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;background-color:#f39c12;&quot;&gt;VIDEO&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt; : &lt;a href=&quot;https://www.dailymotion.com/video/x4t8eiv?syndication=273844&quot; hreflang=&quot;fr&quot;&gt;Les oubliés de Grigny (France 2)&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;color:#ffffff;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;background-color:#27ae60;&quot;&gt;PRESSE&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt; &lt;a href=&quot;http://www.cafepedagogique.net/lexpresso/Pages/2022/01/25012022Article637786887787102430.aspx?actId=ebwp0YMB8s1_OGEGSsDRkNUcvuQDVN7aFZ1E4yS5hsZJi9BpGkv_k8nvTIUprsqp&amp;amp;actCampaignType=CAMPAIGN_MAIL&amp;amp;actSource=514340&quot; hreflang=&quot;fr&quot;&gt;La déségrégation des lycées parisiens en question &lt;/a&gt;&lt;/p&gt;

&lt;p&gt; &lt;/p&gt;

&lt;h2&gt;&lt;u&gt;&lt;strong&gt;Q11&lt;/strong&gt; : Comment l'assurance et la protection sociale contribuent à la gestion des risques dans les pays développés ?&lt;/u&gt;&lt;/h2&gt;

&lt;h2&gt; &lt;/h2&gt;

&lt;h2&gt;&lt;u&gt;&lt;strong&gt;Q12&lt;/strong&gt; : Comment les entreprises sont-elles organisées et gouvernées ?&lt;/u&gt;&lt;/h2&gt;

&lt;p&gt; &lt;/p&gt;</description>

    

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