Ortskurve einer Person auf einer rutschenden Leiter SoSe 15: Unterschied zwischen den Versionen

Aus Geometrie-Wiki
Wechseln zu: Navigation, Suche
(Die Seite wurde neu angelegt: „<ggb_applet width="1280" height="884" version="4.0" ggbBase64="UEsDBBQACAgIAKFb7kYAAAAAAAAAAAAAAAAWAAAAZ2VvZ2VicmFfamF2YXNjcmlwdC5qc0srzUsuyczPU0hPT/LP88zLLNH…“)
 
 
Zeile 1: Zeile 1:
−
<ggb_applet width="1280" height="884"  version="4.0" ggbBase64="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" framePossible = "false" showResetIcon = "true" showAnimationButton = "true" enableRightClick = "false" errorDialogsActive = "true" enableLabelDrags = "false" showMenuBar = "true" showToolBar = "false" showToolBarHelp = "false" showAlgebraInput = "false" useBrowserForJS = "true" allowRescaling = "true" />
+
<ggb_applet width="1280" height="884"  version="4.0" ggbBase64="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" framePossible = "false" showResetIcon = "true" showAnimationButton = "true" enableRightClick = "false" errorDialogsActive = "true" enableLabelDrags = "false" showMenuBar = "true" showToolBar = "false" showToolBarHelp = "false" showAlgebraInput = "false" useBrowserForJS = "true" allowRescaling = "true" />

Aktuelle Version vom 14. Juli 2015, 11:32 Uhr

Von „http://geometrie.zum.de/index.php?title=Ortskurve_einer_Person_auf_einer_rutschenden_Leiter_SoSe_15&oldid=27766“