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4 Schritte zur Analyse diskontinuierlicher Texte

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by to-teach Team
11 pagesAb Klasse 8non-subject specific content, Biology, Chemistry, Mathematics, Geography, German
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Enter the type of non-continuous text (e.g., diagram, table, or infographic) to be covered in the worksheet. This entry determines the type of text that the material and the associated orientation, analysis, interpretation, and evaluation tasks will be based on.

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Zielsetzung:

Das Arbeitsblatt zielt darauf ab, den Lernenden ein verlässliches methodisches Werkzeug an die Hand zu geben, um diskontinuierliche Texte – wie Diagramme, Tabellen, Infografiken und Schaubilder – fächerübergreifend und systematisch zu entschlüsseln. Die Lernenden erkennen, dass diese Formate im Gegensatz zu klassischen Fließtexten nicht einfach linear gelesen werden können, sondern dass einzelne Bildelemente, Zahlen und Textbausteine aktiv miteinander verknüpft werden müssen. Durch die schrittweise Anwendung eines 4-Schritte-Plans entwickeln sie die Fähigkeit, komplexe Daten aus verschiedensten Themenfeldern nicht nur sachlich richtig zu erfassen, sondern auch fachlich fundiert zu interpretieren und die visuelle Darstellung kritisch auf ihre Aussagekraft zu prüfen.

Inhalte und Methoden:

Das Arbeitsblatt verbindet methodische Anleitung mit strukturierter, kleinschrittiger Erarbeitung. Nach einer kurzen Einführung in die Vielfalt diskontinuierlicher Texte (u. a. Linien-, Säulen-, Kreisdiagramme, Messreihen in Tabellen, thematische Karten oder komplexe Schaubilder) erarbeiten sich die Lernenden einen systematischen 4-Schritte-Plan. Dieser führt sie wie ein Detektiv durch den Analyseprozess:

  • Schritt 1: Orientieren & beschreiben: Die Lernenden erfassen Thema, Darstellungsart (Diagramm, Tabelle, etc.), Achsenbeschriftungen und verwendete Symbole.
  • Schritt 2: Analysieren & ablesen: Es geht um das Erkennen von Mustern und Entwicklungen, das genaue Ablesen von Werten (inklusive Maxima und Minima) unter Nennung der Einheiten sowie den Vergleich verschiedener Daten.
  • Schritt 3: Erklären & interpretieren: Hier steht die kontext- oder theoriegeleitete Deutung im Fokus; die Lernenden verknüpfen Auffälligkeiten mit ihrem jeweiligen Vor- und Fachwissen und lernen, strikt zwischen reiner Beobachtung und Interpretation zu trennen.
  • Schritt 4: Kritisches Hinterfragen: Im letzten Schritt bewerten die Lernenden die Gestaltung der Darstellung, wie beispielsweise die Datenauswahl, optische Verzerrungen durch verkürzte Skalen oder das Verhältnis von Prozentwerten zu absoluten Zahlen. Den Abschluss bildet ein visuell aufbereitetes „Cheat Sheet“, das die vier Analyseschritte kompakt für die zukünftige Bearbeitung weiterer diskontinuierlicher Texte zusammenfasst.

Kompetenzen:

Die Lernenden können...

  • verschiedene Arten diskontinuierlicher Texte (z. B. unterschiedliche Diagrammtypen, Tabellen, Schaubilder) benennen und erklären, dass deren Informationen vom Leser / von der Leserin selbstständig verknüpft werden müssen.
  • sich fächerübergreifend in komplexen grafischen und tabellarischen Darstellungen orientieren, indem sie wesentliche Elemente wie Titel, Achsen, Einheiten, Farben und Symbole zielgerichtet erfassen und beschreiben.
  • dargestellte Muster, Entwicklungen und Extremwerte (Maximum/Minimum) sachlich analysieren, Gruppen miteinander vergleichen und Werte einheitenbezogen präzise ablesen.
  • ausgewählte Datenentwicklungen fachlich interpretieren, theoriegeleitete Ursachen dafür ableiten und in ihren Formulierungen klar zwischen objektiver Beobachtung und eigener Deutung unterscheiden.
  • die Gestaltung von Diagrammen, Tabellen oder Infografiken kritisch bewerten, indem sie Aspekte wie Datenauswahl, manipulativ wirkende Achsenskalierungen oder die Aussagekraft von absoluten gegenüber prozentualen Zahlen hinterfragen.

Zielgruppe und Niveau: Ab Klasse 8


Hinweis: Dieses Arbeitsblatt ist als universeller Methodenbaustein konzipiert. Es vermittelt den Schüler:innen ein fachunabhängiges 4-Schritte-Schema zur Erschließung diskontinuierlicher Texte. Zur Verwendung dieses Arbeitsblattes wird ein diskontinuierlicher Text benötigt.

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