Strahlen bzw. Halbgeraden WS 12 13: Unterschied zwischen den Versionen

Aus Geometrie-Wiki
Wechseln zu: Navigation, Suche
(Die Seite wurde neu angelegt: „= Halbgeraden bzw. Strahlen = ===== So ist es gemeint ===== Hinweis: Klicken Sie auf das Symbol rechts oben (neu laden), damit alles richtig angezeigt wird.<br />…“)
 
(So ist es gemeint)
Zeile 5: Zeile 5:
  
  
<ggb_applet width="700" height="500"  version="3.2" ggbBase64="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" framePossible = "false" showResetIcon = "true" showAnimationButton = "true" enableRightClick = "false" errorDialogsActive = "true" enableLabelDrags = "true" showMenuBar = "false" showToolBar = "false" showToolBarHelp = "false" showAlgebraInput = "false" allowRescaling = "true" />
+
<ggb_applet width="606" height="426"  version="4.2" 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" />
  
 
===== Definition II.5: (Halbgerade, bzw. Strahl) =====
 
===== Definition II.5: (Halbgerade, bzw. Strahl) =====

Version vom 8. Dezember 2012, 14:54 Uhr

Halbgeraden bzw. Strahlen

So ist es gemeint

Hinweis: Klicken Sie auf das Symbol rechts oben (neu laden), damit alles richtig angezeigt wird.
Manipulieren Sie dann erst P und dann B und A.


Definition II.5: (Halbgerade, bzw. Strahl)