[list=1][*]Zeichnen Sie den Graphen der Ableitungsfunktion.[/*][*]Ermitteln Sie aus dem Graphen, den Funktionsterm der Ableitungsfunktion.[/*][*]Geben Sie, dann den Funktionsterm der Ableitungsfunkion ein.[/*][*][img 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[/img][br][br][/*][/list]
f´(x)=1,5x[sup]2[/sup]-3x[br][img]data:image/png;base64,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[/img]