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

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Jan. 2013 (CET)
 
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dwEA8ljxJJBhOuQ/XiDp1MIzM1hNhrriKKzY4gQRUIjCLsUJpSnSQr1MVWmlqq5YIivz1kcFtmhb8udxeFizqJo901SGPNIDIEo6AYR8IcnD8rAyDgRAqm/IFwia8OugM84pVLzdbcKk7tXWiDgLllhxT2WBdHWbHk+1WvMKEe55GHUp3VP5qYZzD2BZOnDpiB7F9z0KHBJCYVc3cHyFXgUIigQkCBxN2SKSN8Mn8JYYUztONgFan6bOCguqcDmUpjss1Kq0g43hzbEBYpDjCyECcyoRng460ACTy0QFowhaoo4r53bUsQ0A6HAeyGJJvXDXUfipbF6XstPqnI/2RzuCjBihhEw1BiC9KTzzqdaMwJNAf4QQoczTczEBEohmTJD+/i2MU+0/DBHuFmVcHNzCAM1CpkvB7eIIL5hyeB17UMGDHpu6rPgT4UrjhNl0gZwrrADwds2dP1wsh6fVqV8ukGUua8ElQRyajM0HRK+dKa+Ns7buGuklFTMca5RsN9A37yzBjJzobdtEkqqyhMddlQVeLQ5wMFfUxuKaa2EEmw4JQVMObhqAhkL4Vrg4ZQyTCVF2IzH1vhazYSfF3cJ9OdVoT/fHOjCTESCTAfZR3JwNFRyzKAJmHIzhYhMXk7vhpZBIT6D0I1JObG/5xpTv5tjfFaV8dnmMK6NdempNCjTvuRIcgXZNjbdpyyx5MxHkhm/ToyZJ9fXaReNoBtz2bbokY/P3v4wGffYGLofpg7kTvLXynOFy8Zxm/mhM5ZFSPJAtOKqyKSQG1/5eMfDDKeS3qUsuT9VIvenqyA363Mok35Yqa8huQnpbp5lnuKfK1H887Sx3YzOizEZ2m2epjKGUYgZMSa9VMNpf9cWYxHAPLq/VEL3l6noiiYkLUhOz0guGZh5DbmV1vpTlzdZ/f5eieHfp07WnBNh+Qy/qRCvJagiRHk4/6gE5x9zTcBcmM5k43gt6RQwymcKb/9Zic4/88/BpuYJH1LAfwSTogmAVZ8xkx0ZKNSMxs9kfdc1brw7k6v6939WYQVbF7CSXAhKFDePZJFLhyVnZeU608jmuapJvcX3tmD2Bk+fiUeXNH1jksDub4HA9LIFNl7YaUf1ojkv95xJuJ+zAr1ptR0766UX9EceNXPV1Z3NnfvCmf2WedOcneHk5regjSgMFVf/SltIq2r1rzXv+41W8KwalAyzSJSNrOoVa2vAdhQ1egXTY0q5PZhMLWtbHyyk0UuY+52fEbgiE1k4OOxebnT3g5w871UfpJfucrV+a9RdE2rH0muBGKfExbg10Aoz8J4gjQiRUq1tAPG90aRiZNR2qfDnRrBhIITPlUQgaaEkMcPs0qF3iFGgQCE3ZVTI5LUs6yNRMnp1Co8FqWwYGwVKwigohxn6yIb9RdhnBFJTBswEkYLxVYxcLcrmMkrywAG5l8/mfl0pm/v14oXHSUAWeWhLTSYzG0te5rm0fM5c5PKT7wJNSqGVJeK/qYTuN3M9xGoGdIs/NanGki70VVf714CuHGAZxt9WwvjbqWXjqdWvsuHkiz/hL+l7q3G26Ryne7OSsf55n/awigd7uEH+Sps/iitNlEDpTBiInhExk5WExhIzvopR/EVK9LBcZcoU54+VFOePcz2wp+pjZuZ6XA9PRxBtntaEF70+nMlUrxIhPA0vYkgAYMXNnZ9/fd6N39/9yop61/uF5xbYg2RhxLDXTvYQk2VdMXGsrAjR4H7wNPxlNot+Z++kC5c8CPvRSXo95i2SR4amGvvjVsEa0JwktU+fwBUH/dg+k8Jz6ZMwz0nD8C+kSWCo0+HdwsTyUiMz1J9INappsxY3H21BcVOssxr86RYITK26GlxU6HvkDPSnOTvcrlroaxcV+q70HRDpU6TExDqf2rA6X7FtJsW2eXbLPO19erP0xy2iIWu0zMpnkJZjwql5L5bQMrXMCmIfiTkSDCmIEUotcyEBmiHgjbjHChTofBTKB9BtLgXhUyAArlAxAWkoHlIwQ+UJl0pobmZPVKPAFo9R2GIM7Oe1oSB9gjFDnEnKKYTEbKgL5mFFVCmNCMK6IgWeoXDT26UC/e//7M7OgF+pq1iJ/FGh/M0rXZkkkI5haeaGCI5kWkLUWDGlONPYMMIV7RFG4xCwqgYBjrB1FMo8AiJCIyaZgMBcqfR53j7mprypFRZcSZF9XNqssefjZTyxbJnBp3ll6QLxOvaX8zC/STJ7crVjBpaT3/D1yeuLLchv5Dob2JdbIbA1trD9ZYzTuHKRjRix1RcdDrZEZHx9Iru9FSKT62xlH22JyJbcyqb3PTxxpa3Hru9h/xnO1bjevnnGJhe5cq84YeP9DWCbJZJa2LnBTOnp/Q1X8uKMKaPZskObkzkqS+1O/cLReOJoHBTR+L4Si+9XRmK1b2+qQoJO7NqZb9bvlw7EFzvJG0wKQPy1Eoi/rgzEqt9qtloUE1/WsBVGXS07op/eej+2o9Cwa8bEecdc+/1bpfb7txWb9Dys6956n25B2zWvdk8HvK4+u/psyyS2+rD3862S2Doy+E+2wqe4xrWuVnZnO2SG16mZh9siszW2s7vbITO0znZ2bztkNmLPVu8D7m+HzPA6Y7OjbZHZGtvZg+2QGVpnO3u4HTIb2rN1xLSPtkNmeJ15wKfbIrM1trPH2yEztOx2NsNT0dKC3GeuIPd5IqORGR2/c0edcUbH734qx81V17+Tgvgknaj7sKA2+u/fV4Lx+59q+/M+XDXFcSfF8agIxx8q4fjDT31ec8G4m8I4TGF8WtRv8M20OQ9jPQffJF5ju7uDVwHkQQrkKAVyWATku4pAvvsJyJxAjlIg91Mgdwq76CsC+X6FQLbbZN1PgdxLgXxSBOSHikB+WCGQbXfp91IkTx2Qz/I4fqyI48eVG6zrGe6WTHnIzHj4RYWZDlc60WF0RkOSUy4+paFGfGLeL4MYpkwTNny/FDGvqkbm7btIcyXs44SqzCsR8wpZbKGQsS8RkgIELTGjAqliGVecPiXnFbHcShETTCiT4C+UxCBrOZQx5lQRYp7+KwUvnZsz3XAfOLN9KxkJmjfbbyoZ7Td5k00FUVRLYR4TxbmaZrGrPS3JzOepBGrxEaATDfZo7Sno2ZqVXb779s3ujIY8O535VvgybIYd70kUervebfj7MowAzfm//ivsnwatY68RDrx7/TAawOfP/wOj988BeNTpuNV+BU+whHnQq53zNq5ZKFUlNGWqIfURYYoyrgjGnKcTbmV2Ma/oDlSG1BfBwOsFsFHYj702MNr9qhG24mDXM0B2vzoOzXfvw9mBqE3nMTYHsQBHsWEDHFgq0GaQvpl5OMQhGQfLpjRjTDMu5jdr+86s3U4fYnRQkEBXS5/zhk1KrRkSGEwzJwRvuWUrCkVBeJ0BrLDPdjC/m2G3GR73gw/+D1BLBwiu0+/2HhgAAOvWAABQSwECFAAUAAgACAC0siJCRczeXRoAAAAYAAAAFgAAAAAAAAAAAAAAAAAAAAAAZ2VvZ2VicmFfamF2YXNjcmlwdC5qc1BLAQIUABQACAAIALSyIkKu0+/2HhgAAOvWAAAMAAAAAAAAAAAAAAAAAF4AAABnZW9nZWJyYS54bWxQSwUGAAAAAAIAAgB+AAAAthgAAAAA" 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)
  
−
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" 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[[Kategorie:Einführung_S]]
 
[[Kategorie:Einführung_S]]

Version vom 3. Januar 2013, 00:45 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)

Von „http://geometrie.zum.de/index.php?title=Klausurvorbereitung_WS_12_13:_Lisa_reloaded_oder_der_Heidelberger_Viereckskreis&oldid=19943“