Auftrag der Woche 4: Unterschied zwischen den Versionen
Aus Geometrie-Wiki
(4 dazwischenliegende Versionen von einem Benutzer werden nicht angezeigt) | |||
Zeile 1: | Zeile 1: | ||
− | <ggb_applet width=" | + | Im nachstehenden Applet sind verschiedene Figuren dargestellt. Diskutieren Sie mögliche Klasseneinteilungen auf der Menge der dargestellten Figuren und geben Sie jeweils die Relation an, die zu der entsprechenden Klasseneinteilung führt.<br /><br /> |
+ | <ggb_applet width="720" height="500" version="3.2" ggbBase64="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" framePossible = "true" showResetIcon = "true" showAnimationButton = "true" enableRightClick = "true" errorDialogsActive = "true" enableLabelDrags = "true" showMenuBar = "true" showToolBar = "true" showToolBarHelp = "false" showAlgebraInput = "false" allowRescaling = "true" /> |
Aktuelle Version vom 7. Mai 2010, 11:14 Uhr
Im nachstehenden Applet sind verschiedene Figuren dargestellt. Diskutieren Sie mögliche Klasseneinteilungen auf der Menge der dargestellten Figuren und geben Sie jeweils die Relation an, die zu der entsprechenden Klasseneinteilung führt.