Anleitung: von der Funktionsgleichung zum Funktionsgraphen

✏️ Du kannst das angefügte PDF-Arbeitsblatt ausdrucken und darauf die Funktionsgraphen zeichnen.[br]Achte auf eine vollständige Beschriftung.
★☆☆ [br]✋ Du benötigst: Bleistift, Geodreieck[br]Gegeben ist die Funktion h mit h(x) = [math]\frac{4}{5}[/math]x [math]-[/math] 2. [br]Gib an, in welchem Punkte der Graph der Funktion die y-Achse schneidet. [br]Zeichne den Graphen der Funktion h.
★★☆ [br]Gegeben ist die Funktion f mit f(x) = 3. [br]Beschreibe den Verlauf des Graphen dieser besonderen Funktion.
★★★[br]✋ Du benötigst: Bleistift, Geodreieck[br]Feli möchte den Graphen der Funktion g mit g(x) = 2x + 3 zeichnen. [br]Feli berechnet dafür die beiden Schnittpunkten des Graphen mit der x-Achse und der y-Achse.[br]Mithilfe dieser Schnittpunkte zeichnet Feli den Graphen. [br][img]data:image/png;base64,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[/img][br][br]Betrachte Felis Methode und wende diese anschließend für die Funktion f mit f(x) = [math]-\frac{2}{5}[/math]x + 4 an.[br]Gib die Berechnungen der Schnittpunkt mit der y-Achse und x-Achse an. [br]Zeichne den Graphen der Funktion f.
Fermer

Information: Anleitung: von der Funktionsgleichung zum Funktionsgraphen