Satz über die Summe der Längen gegenüberliegender Seiten: Unterschied zwischen den Versionen

Aus Geometrie-Wiki
Wechseln zu: Navigation, Suche
(Die Seite wurde neu angelegt: „ == Beispiel 1 == <ggb_applet width="1008" height="411" version="4.0" ggbBase64="UEsDBBQACAAIAFuQv0AAAAAAAAAAAAAAAAAWAAAAZ2VvZ2VicmFfamF2YXNjcmlwdC5qc0srzUsuyc…“)
 
Zeile 1: Zeile 1:
 
 
== Beispiel 1  ==
 
== Beispiel 1  ==
  
 
<ggb_applet width="1008" height="411"  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" />--[[Benutzer:Oz44oz|Oz44oz]] 18:03, 31. Mai 2012 (CEST)
 
<ggb_applet width="1008" height="411"  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" />--[[Benutzer:Oz44oz|Oz44oz]] 18:03, 31. Mai 2012 (CEST)
 +
 +
 +
 +
== Beispiel 2 ==
 +
 +
 +
<ggb_applet width="1008" height="411"  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" />--[[Benutzer:Oz44oz|Oz44oz]] 18:22, 31. Mai 2012 (CEST)

Version vom 31. Mai 2012, 17:22 Uhr

Beispiel 1

--Oz44oz 18:03, 31. Mai 2012 (CEST)


Beispiel 2

--Oz44oz 18:22, 31. Mai 2012 (CEST)