Prinzip des Cavalieri und Volumen Kugel: Unterschied zwischen den Versionen
Aus Geometrie-Wiki
(Die Seite wurde neu angelegt: „<ggb_applet width="683" height="433" version="4.0" ggbBase64="UEsDBBQACAgIAIaa8UIAAAAAAAAAAAAAAAAWAAAAZ2VvZ2VicmFfamF2YXNjcmlwdC5qc0srzUsuyczPU0hPT/LP88zLLNHQVKi…“) |
|||
| Zeile 1: | Zeile 1: | ||
<ggb_applet width="683" height="433" 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" /><br /><br /> | <ggb_applet width="683" height="433" 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" /><br /><br /> | ||
| + | |||
| + | <ggb_applet width="897" height="499" 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" /><br /> | ||
Version vom 17. Juli 2013, 18:26 Uhr
