Zusammenhang von Graph und Funktionsgleichung bei quadratischen Funktionen: Unterschied zwischen den Versionen

Aus Geometrie-Wiki
Wechseln zu: Navigation, Suche
(Die Seite wurde neu angelegt: „<ggb_applet width="1280" height="941" version="4.0" ggbBase64="UEsDBBQACAAIAMd8N0QAAAAAAAAAAAAAAAAWAAAAZ2VvZ2VicmFfamF2YXNjcmlwdC5qc0srzUsuyczPU0hPT/LP88zLLNH…“)
 
 
Zeile 1: Zeile 1:
−
<ggb_applet width="1280" height="941"  version="4.0" ggbBase64="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" framePossible = "true" showResetIcon = "true" showAnimationButton = "true" enableRightClick = "true" errorDialogsActive = "true" enableLabelDrags = "true" showMenuBar = "true" showToolBar = "true" showToolBarHelp = "true" showAlgebraInput = "true" useBrowserForJS = "true" allowRescaling = "true" />
+
<ggb_applet width="1280" height="863"  version="4.0" ggbBase64="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" framePossible = "false" showResetIcon = "false" showAnimationButton = "true" enableRightClick = "false" errorDialogsActive = "true" enableLabelDrags = "false" showMenuBar = "false" showToolBar = "false" showToolBarHelp = "true" showAlgebraInput = "false" useBrowserForJS = "true" allowRescaling = "false" />

Aktuelle Version vom 23. Januar 2014, 16:45 Uhr

Von „http://geometrie.zum.de/index.php?title=Zusammenhang_von_Graph_und_Funktionsgleichung_bei_quadratischen_Funktionen&oldid=25813“