Klausurvorbereitung WS 12 13: Lisa reloaded oder der Heidelberger Viereckskreis: Unterschied zwischen den Versionen

Aus Geometrie-Wiki
Wechseln zu: Navigation, Suche
(Sätze am Kreis)
(Sehnenviereck)
Zeile 34: Zeile 34:
 
<ggb_applet width="1008" height="411"  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" />--[[Benutzer:Oz44oz|Oz44oz]] 23:22, 2. Jan. 2013 (CET)
 
<ggb_applet width="1008" height="411"  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" />--[[Benutzer:Oz44oz|Oz44oz]] 23:22, 2. Jan. 2013 (CET)
  
<ggb_applet width="1008" height="411"  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" />
+
<ggb_applet width="1008" height="411"  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" />
  
  
  
 
[[Kategorie:Einführung_S]]
 
[[Kategorie:Einführung_S]]

Version vom 3. Januar 2013, 00:49 Uhr

Inhaltsverzeichnis

Was geschah mit Mayer2

Mayer2 wurde erst von seiner Frau verlassen, dann verließ er Deutschland. Bald wird er in der Doku-Soap "Deutschland deine Auswanderer" im Unterschichten-Fernsehen auf KOTZ als "Unser Mann in Kanada" zu sehen sein.

Lisa reloaded

Lisa, noch schöner und noch bezaubernder als im Sommersemester, bereitet sich auf Ihre Examensstunde (natürlich Geometrie) vor. Uwe ist Referendar im Fach Technik, sieht Lisas erste Unterrichtsentwürfe und baut ihr flugs den
Heidelberger Viereckskreis:

Heidelberger_Viereckskreis.png

Klausurvorbereitung

  1. Welches Thema wird Lisa wohl unterrichten?
  2. Was hat das wohl mit unserer Klausur zu tun?
  3. Wie wird es Uwe bzgl. Lisa ergehen?

Fragen über Fragen, die Sie sich in der besinnlichen Zeit schon mal stellen sollten.

Themenvorschläge für Lisa

Sätze am Kreis

1.) Es könnten Quadrate, Rechtecke, Dreiecke und gleichschenklige Trapeze gespannt werden. --Sissy66 08:40, 28. Dez. 2012 (CET) 2.) Man könnte ja für die Klausur zum Beispiel fragen: Beweisen Sie, dass jedes Quadrat ein Sehnenviereck ist. --Sissy66 08:44, 28. Dez. 2012 (CET)


Ein Drachenviereck ist nur dann ein Sehnenviereck, wenn die gleichen Winkel einen Rechten ergeben. --Sissy66 08:46, 28. Dez. 2012 (CET)


Sehnenviereck

Wie lautet der Satz im Sehnenviereck?

ein wenig Didaktik aus dem letzten Semester

--Oz44oz 23:22, 2. Jan. 2013 (CET)