[size=200]"Der kompetente Umgang mit digitalen Werkzeugen ist mehr und etwas anders als Bedienkompetenz." [br][size=150]Heintz, Elschenbroich, Laakmann, Langlotz, Rüsing, Schacht, Schmidt & Tietz (2017): We[/size][size=150]rkzeugkompetenzen. Kompetent mit digitalen Werkzeugen Mathematik betreiben.[/size][br][br][img]data:image/png;base64,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[/img][/size]
[list][*]Die Werkzeugkompetenzen sind miteinander verzahnt, was das Puzzle-Schema ausdrücken soll.[/*][*]Die Bedienung ist sicher fundamental.[/*][*]In der Regel kommt beim Einsatz als Werkzeug als Erstes die Auswahl (bei GeoGebra Suite z.B. Geometrie oder Grafikrechner oder CAS ...).[/*][*]Bei Reflexion und Dokumentation ergibt sich die Reihenfolge nicht eindeutig aus der Sache heraus. [br]Man kann auf dem Standpunkt stehen, dass man erst reflektieren sollte, bevor man dokumentiert. [br]Man kann aber auch der Ansicht sein, dass man direkt im Bearbeitungsprozess dokumentiert (bei GeoGebra-Lernumgebungen z. B. mit dem Element Frage, das die Eingabe einer Antwort ermöglicht) und durch die Bearbeitung im Classroom-Modus (anstelle Web-Aktivität) und dann abschließend eins Reflektion als Gesamtschau durchführt. [/*][*]Es ist dann auch möglich, dass es bei Dokumentation & Reflexion einen zyklischen Prozess gibt.[br]Dem wird im gezeigten Schema dadurch Rechnung getragen, dass die Textfelder in den linken Puzzleteilen verschoben werden können. [/*][/list]Werden vorbereitete dynamische Lernumgebungen eingesetzt, so verringert sich für die Schüler die Freiheit bei der Auswahl des Werkzeugs ggf. bis auf Null. [br]Auch kann die Komplexität und der Aufwand der Bedienung deutlich reduziert werden, im Extremfall bis auf das Ziehen an vorgegebenen Schiebereglern oder Anklicken vorgegebener Checkboxen.[br]Dafür bekommt die Dokumentation einen größeren Stellenwert.
[list][*]Böhm, M. & Holzmann R. (2024): Werkzeugkompetenzen von Lehramtsstudierenden im Bereich elementarer Funktionen – Konzeption eines Tests zu den Bedien- und Auswahlkompetenzen bezüglich GeoGebra und Tabellenkalkulation. [/*][*]In: Dilling, F. & Witzke. I. (2024): Digitaler Mathematikunterricht in Forschung und Praxis II. WTM. S. 33 - 48.[/*][*][b]Heintz, G., Elschenbroich, H.-J., Laakmann, H., Langlotz, H., Rüsing, M., Schacht, F., Schmidt, R. & Tietz, C. (2017): Werkzeugkompetenzen. Kompetent mit digitalen Werkzeugen Mathematik betreiben. MNU & T³. Verlag Medienstatt.[/b][br][i]Download für MNU-Mitglieder:[/i] [url=https://www.mnu.de/publikationen#aktuell]https://www.mnu.de/publikationen#aktuell[/url]. [/*][*]Heintz, G., Elschenbroich, H.-J., Laakmann, H., Schacht, F. & Schmidt, R. (2014): Digitale Werkzeugkompetenzen im Mathematikunterricht. [br]In: Roth, J. & Ames, J. (Hrsg.), Beiträge zum Mathematikunterricht 2014. WTM. S. 507 - 510.[/*][*]Schacht, F., Elschenbroich, H.-J., Heintz, G. & Schmidt, R. (2021): Werkzeugkompetenzen systematisch aufbauen und fördern. [br]In: Halverscheid, Kersten & Schmidt-Thieme, B (Hrsg.): Bedarfsgerechte fachmathematische Lehrerausbildung. Springer Spektrum. S. 83 -105. [/*][/list]