Quadratische Funktionen und der Parameter b: Unterschied zwischen den Versionen

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" framePossible = "false" showResetIcon = "false" showAnimationButton = "true" enableRightClick = "false" errorDialogsActive = "true" enableLabelDrags = "false" showMenuBar = "false" showToolBar = "false" showToolBarHelp = "false" showAlgebraInput = "false" />
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Version vom 20. Februar 2010, 01:13 Uhr

Quadratische Funktionen und der Parameter b

Augabe x

Löse das Fußball-Rätsel.


Du hast dich sicher schon gewundert, warum nach a c kommt. Nein, wir haben b nicht vergessen. Warum dieser Parameter als letzter thematisiert wird, wirst du gleich selbst erklären können. Aber nun erst einmal zu unserer Funktionsgleichung!

In diesem Teil des Lernpfades vervollständigen wir unsere Gleichung für quadratische Funktionen zur Normalform:

f(x)=ax²+bx+c

.

Die Auswirkung von b auf die Funktion kannst du in dieser Aufgabe testen.

Aufgabe 1

Variiere b mit Hilfe des Schiebereglers und beobachte die Auswirkungen auf den Graphen. Was bleibt gleich und was ändert sich?

Kreuze jeweils die richtige Anwort an.

1. Die Weite der Parabel

bleibt gleich.
ändert sich.

2. Der Scheitel der Funktion

bleibt gleich.
ändert sich.
wird verschoben.

3. Für b=0

ist der Scheitel auf [0|0].
ist die Funktionsgleichung x²+0.
gibt es keinen Scheitel.

4. Für b=3

gibt es genau einen Schnittpunkt mit der x-Achse.
gibt es genau zwei Schnittpunkte mit der y-Achse.
gibt es genau zwei Schnittpunkte mit der x-Achse.

Punkte: 0 / 0