Aufruf: Desktop

Starte GeoGebra Desktop
[img]data:image/png;base64,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[/img]
Es erscheint standardmäßig die Algebra- und die Grafik-1 Ansicht und die Eingabeleiste.
Öffen Sie zusätzlich die Tabellenansicht.[br][img]data:image/png;base64,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[/img]
Ansonsten: Tutorial zu Ansichten (ist auch so für geogebra 5 gültig)
Ansonsten: Handbuch zu Ansichten

Information: Aufruf: Desktop