[img]data:image/png;base64,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[/img]
Gegeben ist die Funktion [math]f\left(x\right)=x^3-3x^2[/math][br]Diese Funktion kann durch die Parameter a, b, c und d verändert werden.[br]Verändern Sie die Paramter a, b, c und d mit Hilfe der Schieberegler und beobachten Sie, was mit dem Schaubild passiert.
Wenn man die Funktion [math]f(x)[/math] mit einem Parameter a multipliziert, so dass eine neue Funktion [math]g(x)=a\cdot f(x)[/math] entsteht, dann verändert sich die Funktion wie folgt:
Man kann a so verändern, dass dann wird das Schaubild nach links verschoben wird.
Man kann a so verändern, dass dann wird das Schaubild nach unten verschoben wird.
Man kann a so verändern, dass das Schaubild in x-Richtung gestaucht wird.
Man kann a so verändern, dass dann wird das Schaubild nach rechts verschoben wird.
Man kann a so verändern, dass das Schaubild an der x-Achse gespiegelt wird.
Man kann a so verändern, dass das Schaubild an der y-Achse gespiegelt wird.
Man kann a so verändern, dass dann wird das Schaubild nach oben verschoben wird.
Man kann a so verändern, dass das Schaubild in y-Richtung gestreckt wird.
Man kann a so verändern, dass das Schaubild in x-Richtung gestreckt wird.
Man kann a so verändern, dass das Schaubild in y-Richtung gestaucht wird.
Wenn man bei der Funktion [math]f(x)[/math] jedes x mit einem Parameter b multipliziert, so dass eine neue Funktion [math]g(x)=f(b\cdot x)[/math] entsteht, dann verändert sich die Funktion wie folgt:
Man kann b so verändern, dass das Schaubild in y-Richtung gestaucht wird.
Man kann b so verändern, dass dann wird das Schaubild nach rechts verschoben wird.
Man kann b so verändern, dass dann wird das Schaubild nach oben verschoben wird.
Man kann b so verändern, dass dann wird das Schaubild nach links verschoben wird.
Man kann b so verändern, dass das Schaubild in x-Richtung gestreckt wird.
Man kann b so verändern, dass das Schaubild in y-Richtung gestreckt wird.
Man kann b so verändern, dass dann wird das Schaubild nach unten verschoben wird.
Man kann b so verändern, dass das Schaubild an der x-Achse gespiegelt wird.
Man kann b so verändern, dass das Schaubild an der y-Achse gespiegelt wird.
Man kann b so verändern, dass das Schaubild in x-Richtung gestaucht wird.
Wenn man bei der Funktion [math]f(x)[/math] jedes x mit einem Parameter c addiert, so dass eine neue Funktion [math]g(x)=f(x+c)[/math] entsteht, dann verändert sich die Funktion wie folgt:
Man kann c so verändern, dass dann wird das Schaubild nach oben verschoben wird.
Man kann c so verändern, dass dann wird das Schaubild nach unten verschoben wird.
Man kann c so verändern, dass das Schaubild in x-Richtung gestreckt wird.
Man kann c so verändern, dass dann wird das Schaubild nach links verschoben wird.
Man kann c so verändern, dass das Schaubild an der x-Achse gespiegelt wird.
Man kann c so verändern, dass das Schaubild in y-Richtung gestaucht wird.
Man kann c so verändern, dass das Schaubild in x-Richtung gestaucht wird.
Man kann c so verändern, dass das Schaubild in y-Richtung gestreckt wird.
Man kann c so verändern, dass das Schaubild an der y-Achse gespiegelt wird.
Man kann c so verändern, dass dann wird das Schaubild nach rechts verschoben wird.
Wenn man die Funktion [math]f(x)[/math] mit einem Parameter d addiert, so dass eine neue Funktion [math]g(x)=f(x)+d[/math] entsteht, dann verändert sich die Funktion wie folgt:
Man kann c so verändern, dass das Schaubild in y-Richtung gestaucht wird.
Man kann c so verändern, dass das Schaubild an der x-Achse gespiegelt wird.
Man kann c so verändern, dass das Schaubild in x-Richtung gestreckt wird.
Man kann c so verändern, dass dann wird das Schaubild nach rechts verschoben wird.
Man kann c so verändern, dass dann wird das Schaubild nach oben verschoben wird.
Man kann c so verändern, dass das Schaubild an der y-Achse gespiegelt wird.
Man kann c so verändern, dass dann wird das Schaubild nach links verschoben wird.
Man kann c so verändern, dass das Schaubild in x-Richtung gestaucht wird.
Man kann c so verändern, dass dann wird das Schaubild nach unten verschoben wird.
Man kann c so verändern, dass das Schaubild in y-Richtung gestreckt wird.
Übertragen Sie diese Erkenntnisse auf Ihr Arbeitsblatt.