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[/img][/td][td]Nimm dir nochmal einen Augenblick Zeit und betrachte die Wertetabell in Hinblick auf den Einfluss von [b][color=#6aa84f]c[/color][/b] auf den Funktionsgraphen. Stelle Vermutungen darüber auf, wie sich der Graph verändert, wenn [b][color=#6aa84f]c[/color][/b] kleiner oder größer wird.[/td][/tr][/table][br][br][br][br][br][br][br][br][br][br][br][br][br]Überprüfe nun deine Überlegungen mit nachfolgender GeoGebra-App!
Beschreibe was mit der Hyperbel passiert, wenn der Parameter[color=#6aa84f] [b]c[/b][/color] [b][u]positiv[/u] [/b]bzw. [b][u]negativ[/u][/b] wird. [br][br]Folgende Begriffe können dir dabei Helfen, deine Beobachtung zu formulieren: [br][b] [center][b]verschoben - Graph - [/b][b]positiv - negativ - oben - unten[/b][/center][/b]
Wenn c positiv ist, wird der Graph entlang der y-Achse nach oben verschoben, wenn c negativ ist nach unten.