Die Wertetabellen zeigen fünf Funktionen.[br][img]data:image/png;base64,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[/img][br][br]Die orange hinterlegten Wertetabellen sind lineare Funktion.[br]Analysieren Sie genau und beschreiben Sie in ihren eigenen Worten:[br]Welche gemeinsame kennzeichnende Eigenschaft haben die drei linearen Funktionen ?
Bei einer linearen Funktion ändert sich der Funktionswert [i][b]in jedem x–Schritt immer um den gleichen Wert[/b]:[br][/i][br] 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[/img][br][br]Bei der ersten Funktion nimmt der Funktionswert in jedem x-Schritt um 4 zu.[br]Bei der zweiten Funktion nimmt der Funktionswert in jedem x-Schritt um 3 ab.
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[/img][br]Entscheiden Sie: zeigt die Wertetabelle eine lineare Funktion?
Passen Sie auf: Ab jetzt betragen die Abstände zwischen den x-Werten nicht mehr immer genau einen x-Schritt.[br][img]data:image/png;base64,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[/img][br]Entscheiden Sie: zeigt die Wertetabelle eine lineare Funktion?
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[/img][br]Entscheiden Sie: zeigt die Wertetabelle eine lineare Funktion?
[br][img]data:image/png;base64,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[/img][br]Entscheiden Sie: zeigt die Wertetabelle eine lineare Funktion?
Arbeiten Sie mit dem nachfolgenden Applet solange, bis Sie 7 korrekte Lösungen erreicht haben!