Lineare Funktion (Steigungsdreieck)

Lernziele
[list][*]Lineare Funktionen kennen lernen[/*][*]Formel der Linearen Funktion[/*][*]Steigungsdreieck[/*][*]Parameter k und d ermitteln[/*][*]Wachstumseigenschaften[/*][/list][br]
Lineare Funktionen, Steigungsdreieck
Lightboard Steigung lineare Funktion
1. Berechne die Steigung der linearen Funktion.
Welche Steigung hat die Funktion mit folgenden Steigungsdreieck?[br][math]\frac{\Delta y}{\Delta x}=\frac{4.5}{3}=[/math]
2. Ist diese Steigung positiv oder negativ?
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[/img]
3. Lineare Funktion folgender Form...
Lineare Funktion der Form f(x) = k * x gehen immer durch...?
4. In welchen Farben sind die Graphen der linearen Funktionen dargestellt?
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[/img]
[b]Quelle:[br][br]Dimensionen 5 Mathematik[/b]; ISBN: 978 - 3 - 7055 - 2491 - 0; Autoren: Beier, Lindenberger, Lindner, Süss-Stepancik[br][br]https://de.bettermarks.com/mathe/beispiele-fuer-funktionen/
Lösungsweg Beispiele
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Information: Lineare Funktion (Steigungsdreieck)