Zwei Aufgaben zur Vorbereitung auf die Abbildungsgeometrie SoSe 16: Unterschied zwischen den Versionen

Aus Geometrie-Wiki
Wechseln zu: Navigation, Suche
(Die Seite wurde neu angelegt: „{|width=90%| style="background-color:#E8E8E8; padding:1em" | valign="top" | ='''Wie könnte dieses Bild entstanden sein?'''= {| class="wikitable" |- | Bi…“)
 
(Wie könnte dieses Bild entstanden sein?)
 
Zeile 23: Zeile 23:
 
<br /><br />
 
<br /><br />
  
'''Wie bekommen Sie den Papagei in den Käfig, ohne ihn oder den Käfig mit dem Mauszeiger zu verschieben?'''
+
'''Wie bekommen Sie den Papagei in den Käfig, ohne ihn oder den Käfig mit dem Mauszeiger zu verschieben?''' Falls nichts angezeigt wird, können Sie mit folgendem Link [{{fullurl:{{PAGENAME}}|action=purge}} den Servercache leeren].
 
<br />
 
<br />
 
<ggb_applet width="899" height="567"  version="4.0" ggbBase64="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" showResetIcon = "false" enableRightClick = "false" errorDialogsActive = "true" enableLabelDrags = "false" showMenuBar = "true" showToolBar = "true" showToolBarHelp = "false" showAlgebraInput = "false" useBrowserForJS = "true" allowRescaling = "true" />
 
<ggb_applet width="899" height="567"  version="4.0" ggbBase64="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" showResetIcon = "false" enableRightClick = "false" errorDialogsActive = "true" enableLabelDrags = "false" showMenuBar = "true" showToolBar = "true" showToolBarHelp = "false" showAlgebraInput = "false" useBrowserForJS = "true" allowRescaling = "true" />

Aktuelle Version vom 28. November 2016, 17:40 Uhr

Wie könnte dieses Bild entstanden sein?

Kerze Hand.jpg

Warum brennt die Kerze scheinbar im gefüllten Wasserglas?



















Wie bekommen Sie den Papagei in den Käfig, ohne ihn oder den Käfig mit dem Mauszeiger zu verschieben? Falls nichts angezeigt wird, können Sie mit folgendem Link den Servercache leeren.



Ihr Kommentar: