Funktionenlabor: Quadratische Funktionen (ohne vorgegeben konfiguriertes Applet)

Literatur: Göbel, L., Barzel, B., "Parameter digital entdecken - wirklich so easy?", In: Mathematik lehren, Nr. 226/2021.
Graphen untersuchen
[i][u]Hinweise für die Lehkraft:[/u] GeoGebra kann bei der Untersuchung des Parametereinflusses auf Lage und Form der Funktionen die Lernenden entlasten. Sie müssen weder die Wertetabelle zum Zeichnen von Funktionen aufstellen noch den Graphen zeichnen (mögliche Fehlerquellen vermeiden). Darüber hinaus können die Lernenden beobachten, wie sich bei Änderung eines Parameters simultan die Funktionsgleichung sowie der Graph ändern (kognitive Entlastung). Nach meinen persönlichen Erfahrungen aus dem Unterricht, sind so auch die Lernenden motiviert, denen das Thema vielleicht nicht so liegt, die Untersuchungen durchzuführen und den Einfluss der Parameter zu beschreiben. Selbstverständlich sollen im Laufe der Unterrichtseinheit zu quadratischen Funktionen Graphen per Hand gezeichnet und Wertetabellen erstellt und Schwierigkeiten (z.B. Multiplikation von negativen Zahlen, einzeichnen der Koordinaten, Wahl der Einteilung des Koordinatensysems, ...) thematisiert werden.[/i][br][br][b]Arbeitsauftrag[br][/b][br]Wenn ihr in der Funktion f(x) = a(x-b)²+c den Faktor a oder andere Summanden (b oder c) nutzt, ändert sich der Graph. Untersucht, wie sich der Graph verändert. Nutzt dazu GeoGebra. [br][br]1. Gebe in das Algebra-Fenster die allgemeine Funktion f(x) = a(x-b)²+c ein. Die Schieberegler sollen nicht nur im Algebra-Fenster, sondern auch neben der Grafik sichtbar sein. [br]2*. Differenzierungsaufgabe: Stelle zunächst eine Vermutung an, welchen Einfluss die Parameter auf die Lage und Form des Graphen haben, bevor du deren Einfluss mit GeoGebra untersuchst. [br]3. Untersucht nun, wie sich der Graph ändert, wenn ihr einen Parameter a, b oder c ändert. [br][br][i]Mögliche Reflexions-Fragen für die Lernenden: Was hast du gelernt? Welche Vorteile/Nachteile bietet die GeoGebra-App bei dieser Aufgabe (im Vergleich zum Taschenrechner, Zeichnen per Hand etc.)?[/i][br][br][b]Tipps: [/b][br][list][*]Lasst euch auch die Normalparabel g(x) = x² anzeigen. [/*][*]Schaut euch zunächst Änderungen von c an. Stelle die Schieberegler so ein, dass a =1 und b = 0 ist. Wähle nun für c mittels des Schiebereglers verschiedene Werte, wie -3, -1, 0, 0.5, 2, 5. Beobachtet, was passiert. [/*][*]Schaut euch die Änderungen von a an. Stelle die Schieberegler so ein, dass b = 0 und c = 0 gilt. Wähle nun für a mittels des Schiebereglers verschiedene Werte, wie z.B. - 5, - 1, 0, 0.5, 3, 5. Beobachte, was passiert. [/*][*]Jetzt fehlen noch Änderungen von b. Stelle die Schieberegler so ein, dass a = 1 und c = 0 gilt. Beobachte, was passiert, wenn ihr mittels des Schiebereglers für d verschiedene Werte, wie z.B. -5, -2, -1, 0, 1, 2, 5 wählt. [/*][/list][br]Weiterführende Aufgaben (Begründungen finden, auch mit Hilfe einer Wertetabelle und ein Merkblatt erstellen) s. Literaturhinweis.
Hinweise zur Nutzung des GeoGebra-Applets (Rechner Suite)
1. [b]Darstellung der Schieberegler im Grafik-Fenster[/b], Eingabe der Funktionen im Algebra-Fenster. Die Funktionen und Schieberegler können über den [u]farbigen Punkt im Algebra-Fenster ein- und ausgeblendet [/u]werden. 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[/img][br][br]2. [b]Darstellung der Wertetabelle: [/b][br]a) Über die 3 Punkte neben der Funktion im Algebra-Fenster können verschiedene weitere Optionen angewählt werden. U.a. die Darstellung einer Wertetabelle. 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[/img][br][br]b) Wählt man in der Ansicht links "Tabelle" lässt sich diese neben dem Grafikfenster anzeigen. Unter anderem über die 3 Punkte neben dem x im Tabellenkopf, lässt sich die Wertetabelle bearbeiten, indem zum Beispiel die Schrittweite geändert wird.[br][img]data:image/png;base64,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[/img][br]
Gemeinsames Arbeiten mit GeoGebra Büchern und Aktivitäten funktioniert.

Information: Funktionenlabor: Quadratische Funktionen (ohne vorgegeben konfiguriertes Applet)