Entorn de treball del GeoGebra 3D

En concret es comentarà...[br][list][*] com es poden crear punts, [/*][*]com es poden moure amb les icones [br][/*][/list] [img width=75,height=41]data:image/png;base64,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[/img]  [br][list][*]com ho farem per crear un tetràedre a partir dels seus vèrtexs,[/*][/list][br]Veurem que cal situar-se molt bé en l'entorn de treball...[br][list][*]primer de tot per la diferència en la presentació si es treballa amb la [br]caixa de representació visible o no i engegarem el GeoGebra per comentar-ho.[br][img 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[/img][br][br][/*][/list][list][*]i després, inevitablement, perquè hi ha imatges que costen de veure ("no es oro todo lo que reluce"). Per exemple, en la imatge que mostra l'applet de GeoGebra següent, tal com està emmagatzemat, diríeu que el "punt negre gord", és l'esfera inscrita al tetràedre?[br]Abans de respondre podeu moure la figura i mirar-la des de punts de vista diversos! Recordeu també que podeu fer geometria dinàmica i moure els vèrtexs. [br][/*][/list]

Information: Entorn de treball del GeoGebra 3D