Animation: Veranschaulichung der Kettenregel: Unterschied zwischen den Versionen

Aus Schulphysikwiki
Wechseln zu: Navigation, Suche
K
K
Zeile 1: Zeile 1:
  
  
−
<ggb_applet width="922" height="656"  version="4.0" ggbBase64="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" showResetIcon = "false" enableRightClick = "false" errorDialogsActive = "true" enableLabelDrags = "false" showMenuBar = "false" showToolBar = "false" showToolBarHelp = "false" showAlgebraInput = "false" useBrowserForJS = "true" allowRescaling = "true" />
+
<ggb_applet width="922" height="656"  version="4.0" ggbBase64="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" showResetIcon = "false" enableRightClick = "false" errorDialogsActive = "true" enableLabelDrags = "false" showMenuBar = "false" showToolBar = "false" showToolBarHelp = "false" showAlgebraInput = "false" useBrowserForJS = "true" allowRescaling = "true" />

Version vom 17. November 2012, 18:57 Uhr


Bitte installiere Java, um diese Seite nutzen zu können.
Von „http://schulphysikwiki.de/index.php?title=Animation:_Veranschaulichung_der_Kettenregel&oldid=5337“