Hier kannst du dir die Normalparabel vom Computerprogramm GeoGebra zeichnen lassen, um dein Schaubild zu kontrollieren.[br][br][list][*]Doppelklick in die Eingabezeile links oben (roter Pfeil in der Abbildung unten)[br][/*][*]Gib die Gleichung der Quadratfunktion dort ein (Hochzahl mit der eingekringelten Taste)[br]Die Bilschirm-Tastatur bekommst du mit dem Symbol unten links.[br][/*][*]Entertaste drücken[br][/*][*]Vergleiche den Verlauf des Graphen genau mit deinem Schaubild im Heft[br][br][/*][/list][img 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[/img]