Übung 1

Zuordnen von gestreckten/gestauchten Graphen zu Funktionsgleichungen
[br][img 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[/img][br][br]1) Zur Funktionsgleichung [math]y=\frac{1}{4}x^2[/math] gehört der Graph mit der Farbe
2) Zur Funktionsgleichung [math]y=2x^2[/math] gehört der Graph mit der Farbe
3) Zur Funktionsgleichung [math]y=-0,5x^2[/math] gehört der Graph mit der Farbe
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Information: Übung 1