Fachbereich Sozialkunde
Die Fachschaft stellt sich vor
Unterrichtsinhalte
Sekundarstufe 1 |
Klassenstufe
8
|
- Demokratische Mitwirkungsmöglichkeiten in der Schule prüfen
- Rechtliche Grundlagen für das Handeln Jugendlicher beurteilen
- Umgang mit Rassismus und Fremdenfeindlichkeit bewerten
|
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Klassenstufe
9
|
- Partizipationsmöglichkeiten in der Demokratie bewerten
- Chancen und Grenzen wirtschaftspolitischen Handelns in der sozialen Marktwirtschaft darstellen
- Soziale Ungleichheit und Sozialpolitik debattieren
- Positionen zum Umgang mit Grundrechten in der Demokratie vertreten
- Herausforderungen für die Politik in Europa diskutieren
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![https://www.br.de/fernsehen/ard-alpha/sendungen/einigkeit-und-recht-und-freiheit/01-verfassungsorgane100~_v-img__16__9__l_-1dc0e8f74459dd04c91a0d45af4972b9069f1135.jpg?version=72b57](https://www.br.de/fernsehen/ard-alpha/sendungen/einigkeit-und-recht-und-freiheit/01-verfassungsorgane100~_v-img__16__9__l_-1dc0e8f74459dd04c91a0d45af4972b9069f1135.jpg?version=72b57) |
Einführungs-
phase
10
|
- Die Beseitigung von Diskriminierung als Handlungserfordernisdebattieren
- Die Inszenierung von Politik und Protest als Herausforderung für Politik beurteilen
- Nachhaltige Wirtschaftsentwicklung als Herausforderung für Politik beurteilen
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![https://t4.ftcdn.net/jpg/00/53/01/43/240_F_53014396_kS1pdup6sa51xRPsWX9EFTRjyDEBX7q7.jpg](https://t4.ftcdn.net/jpg/00/53/01/43/240_F_53014396_kS1pdup6sa51xRPsWX9EFTRjyDEBX7q7.jpg) |
Sekundarstufe 2 |
Qualifikations-
phase
11/1
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- Zustand und Perspektiven des politischen Systems untersuchen und bewerten
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![https://www.rheine.de/media/www.rheine.de/media/med_924/4877_demokratie.jpg](https://www.rheine.de/media/www.rheine.de/media/med_924/4877_demokratie.jpg) |
Qualifikations-
phase
11/2
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- Gesellschaftliche Herausforderungen untersuchen und bewerten
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![https://upload.wikimedia.org/wikipedia/commons/7/7b/Bevpyr_2050.png](https://upload.wikimedia.org/wikipedia/commons/7/7b/Bevpyr_2050.png) |
Qualifikations-
phase
12/1
|
- Konzepte der Wirtschaftspolitik in einer globalisierten Welt untersuchen und bewerten
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) 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Qualifikations-
phase
12/2
|
- Strategien internationaler Friedens-und Sicherheitspolitik untersuchen und bewerten
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![Bildergebnis für frieden und sicherheit](https://zeitimblick.info/wp-content/uploads/2015/10/uno_1444748067.jpg) |
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