Drehungen in der Schule (2012 13): Unterschied zwischen den Versionen
Aus Geometrie-Wiki
*m.g.* (Diskussion | Beiträge) (Die Seite wurde neu angelegt: „=Orientierung an der physikalischen Kreisbewegung=“) |
*m.g.* (Diskussion | Beiträge) |
||
(4 dazwischenliegende Versionen von einem Benutzer werden nicht angezeigt) | |||
Zeile 1: | Zeile 1: | ||
+ | <div style="margin:0; margin-right:4px; border:1px solid #27408B; padding: 1em 1em 1em 1em; background-color:#FED7D7; align:left;"> | ||
+ | {|width=90%| style="background-color:#FED7D7; padding:1em" | ||
+ | | valign="top" | | ||
+ | |||
=Orientierung an der physikalischen Kreisbewegung= | =Orientierung an der physikalischen Kreisbewegung= | ||
+ | <ggb_applet width="1056" height="781" 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" /> | ||
+ | =Riesenrad= | ||
+ | <ggb_applet width="890" height="837" version="3.2" ggbBase64="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" framePossible = "false" showResetIcon = "true" showAnimationButton = "true" enableRightClick = "true" errorDialogsActive = "true" enableLabelDrags = "false" showMenuBar = "true" showToolBar = "true" showToolBarHelp = "true" showAlgebraInput = "true" allowRescaling = "true" /> | ||
+ | |||
+ | <br /><br /> | ||
+ | |||
+ | |||
+ | <!--- Was hier drunter steht muss stehen bleiben ---> | ||
+ | |} | ||
+ | </div> | ||
+ | |||
+ | [[Kategorie: Elementargeometrie]] |
Aktuelle Version vom 3. Dezember 2012, 17:53 Uhr
Orientierung an der physikalischen Kreisbewegung
Riesenrad
|