Asymptoten bei rationalen Funktionen: Unterschied zwischen den Versionen

Aus RSG-Wiki
Wechseln zu: Navigation, Suche
Zeile 2: Zeile 2:
  
 
<ggb_applet width="736" height="487"  version="4.0" ggbBase64="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" showResetIcon = "true" enableRightClick = "false" errorDialogsActive = "true" enableLabelDrags = "false" showMenuBar = "false" showToolBar = "false" showToolBarHelp = "false" showAlgebraInput = "false" useBrowserForJS = "true" allowRescaling = "true" />
 
<ggb_applet width="736" height="487"  version="4.0" ggbBase64="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" showResetIcon = "true" enableRightClick = "false" errorDialogsActive = "true" enableLabelDrags = "false" showMenuBar = "false" showToolBar = "false" showToolBarHelp = "false" showAlgebraInput = "false" useBrowserForJS = "true" allowRescaling = "true" />
 
+
<br><br><br>
 
+
Zusammenfassung mit Beispielen: <br>
Zusammenfassung mit Beispielen:  
+
 
{{#ev:youtube |tWugmTcK0HU|350}}
 
{{#ev:youtube |tWugmTcK0HU|350}}

Version vom 27. September 2012, 18:38 Uhr

Mit diesem Applet kann man mit dem Schieberegler den Exponenten von x im Zählerpolynom ändern.




Zusammenfassung mit Beispielen: