Diskussion:Lösung von Aufgabe 11.2P (SoSe 12): Unterschied zwischen den Versionen
Aus Geometrie-Wiki
| Zeile 1: | Zeile 1: | ||
| − | <ggb_applet width="1366" height="607" 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 />--[[Benutzer:Studentin|Studentin]] 00:42, 4. Jul. 2012 (CEST) | + | <ggb_applet width="1366" height="607" 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 />--[[Benutzer:Studentin|Studentin]] 00:42, 4. Jul. 2012 (CEST)<br /> |
| + | Super! Eine sehr gute Möglichkeit, das Parallelogramm zu begründen.--[[Benutzer:Tutorin Anne|Tutorin Anne]] 20:29, 5. Jul. 2012 (CEST) | ||
Aktuelle Version vom 5. Juli 2012, 19:29 Uhr
--Studentin 00:42, 4. Jul. 2012 (CEST)
Super! Eine sehr gute Möglichkeit, das Parallelogramm zu begründen.--Tutorin Anne 20:29, 5. Jul. 2012 (CEST)
