Cette séquence s’inclut dans une séquence plus large permettant d’aborder le thème 3 des repères annuels de programmation au CM1 : consommer en France.
« ...Satisfaire les besoins en énergie, en eau et en produits alimentaires soulève des problèmes géographiques liés à la question des ressources et de leur gestion : production, approvisionnement, distribution, exploitation sont envisagés à partir de cas simples qui permettent de repérer la géographie souvent complexe de la trajectoire d'un produit lorsqu'il arrive chez le consommateur. Les deux sous-thèmes sont l'occasion, à partir d'études de cas, d'aborder des enjeux liés au développement durable des territoires».
Elle est développée autour de l'utilisation de la ressources éduGEO accessible par la plateforme éduthèque.
![CaptureEdutheque. CaptureEdutheque](upload/docs/image/jpeg/2018-09/captureedutheque.jpg)
Attendus de fin de cycle :
- Thème 3 : Consommer en France - Satisfaire les besoins en énergie, en eau
Connaissances et compétences associées :
- Se repérer dans l'espace : construire des repères géographiques
- Nommer et localiser les grands repères géographiques.
- Nommer et localiser un lieu dans un espace géographique.
- Nommer, localiser et caractériser des espaces.
- Situer des lieux et des espaces les uns par rapport aux autres.
- Appréhender la notion d’échelle géographique.
- Mémoriser les repères géographiques liés au programme et savoir les mobiliser dans différents contextes.
Domaine du socle : 1, 2, 5
- Raisonner, justifier une démarche et les choix effectués
- Poser des questions, se poser des questions à propos de situations historiques ou/et géographiques.
- Formuler des hypothèses d’interprétation de phénomènes historiques ou géographiques.
Domaine du socle : 1, 2
- S'informer dans le monde du numérique
- Trouver, sélectionner et exploiter des informations dans une ressource numérique.
Domaine du socle : 1, 2
- Comprendre le sens général d'un document.
- Extraire des informations pertinentes pour répondre à une question.
Domaine du socle : 1, 2
- Pratiquer différents langages en histoire et en géographie
- S'approprier et utiliser un lexique historique et géographique approprié.
- Utiliser des cartes analogiques et numériques à différentes échelles, des photographies de paysages ou de lieux.
Domaine du socle : 1, 2, 5
Public visé : Cycle 3 (CM1)
Pré-requis :
Il sera nécessaire d’avoir créé des comptes pour que les élèves accèdent à EduGéo.
En Sciences et Technologie il sera nécessaire d’avoir abordé les différents types et les différentes sources d’énergie ainsi que le fonctionnement d’une centrale hydroélectrique.
Plan de la séquence :
![Plan de la séquence](data:image/png;base64,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)
Consulter l'onglet "DOCUMENTS" pour télécharger l'ensemble des ressources pédagogiques permettant le mise en oeuvre de cette séquence.