Der Graph der Funktion f verläuft durch die Punkte D (0 | 3) und P (2 | [math]-[/math]3). [br]Bestimme die Funktionsgleichung der Funktion f mit f(x) = k · x + d. [br]
[br][img 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[/img][br][br][br]f(x) = [math]\frac{6}{2}[/math] · x + 3[br][br]