Quader

Mit den Schiebereglern kannst du die [br][list][*]die Länge (Buchstabe a)[/*][*]die Breite (Buchstabe b)[/*][*]die Höhe (Buchstabe c)[/*][/list]ändern.[br][br]LE bedeutet Längeneinheiten (also m, dm, cm ...)[br]FE bedeutet Flächeneinheiten (alo m², dm², cm², ...)[br]VE bedeutet Volumseinheiten (also m³, dm³, cm³, ...)[br]Mit dem Symbol [img]data:image/png;base64,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[/img] aus der Gestaltungsleiste des 3D-Fensters drehst du den Quader. [br]Solltest du eine 3D-Brille besitzen, Kannst du mit dem Symbol [img]data:image/png;base64,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[/img] diese Ansicht einstellen.

Information: Quader