Schauen Sie sich die Anwendungsaufgabe für quadratische Funktionen an, versuchen Sie die Aufgabe zu lösen und schauen sich dann die Lösung an.[br]Die Aufgaben werden in den Videos noch mit einem klassischen Taschenrechner gelöst. Vielleicht versuchen Sie einmal die Übertragung in Geogebra.
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[/img]
Zu b) Sinnvoll ist das Modell sicherlich nur, wenn der Ball oberhalb des Bodens fliegt. Geben Sie also den zeitlichen Bereich an.