Mirem-ho amb el GeoGebra

[list][*][b]Adopta, adapta, crea i comparteix[/b][/*][/list][br]Com podrem adaptar alguna de les aplicacions que trobem al repositori de materials compartits del GeoGebra "directament" mitjançant un treball personal amb "el nostre" GeoGebra? 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[/img][br][br]Poseu per exemple[br][br][img 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[/img][br][br]i obriu el fitxer. Si ens interessa, ja podem estudiar com està fet, adoptar-lo, adaptar-lo i després, compartir-lo. Ara, però treballem-hi una mica. [br][list][*]Podeu moure els vèrtexs (l'applet està pensat perquè [i]A, B[/i] i [i]C[/i] estiguin en el pla horitzontal; no altereu aquesta idea). Estudieu en quines condicions l'autor "ens deixa" moure el punt [i]D[/i] perquè el tetràedre tingui ortocentre.[br][/*][*]Fem alguna conjectura sobre els punts que configuren la recta d'Euler. Serà el moment de comentar que el GeoGebra ens permet avançar en el dilema [b]Demostrar [i]vs.[/i] comprovar...[/b][br][/*][/list][br]Posem en comú les conjectures que vulguem formular i no tanqueu aquest applet que teniu obert, que en l'apartat següent aplicarem les conclusions per a construir un tetràedre ortocèntric.[br]==================================[br][b][color=#ff0000]Nota[/color][/b]: Hi ha moltes aplicacions "antigues" fetes amb el GeoGebra per ser accessibles des de pàgines web que ara és complicat d'engegar, o potser impossible, si els autors no n'han fet una adaptació (Pep Bujosa ho ha fet; Manuel Sada o Daniel Mentrard, que tenen un munt d'activitats interessants, no ho han fet). [br]Heu de saber que el GeoGebra 4.2 (que encara es pot descarregar des d'algun lloc web) té una opció de menú "[i]Obre una pàgina web[/i]" que permet recuperar aquestes aplicacions i estudiar-les a fons.

Information: Mirem-ho amb el GeoGebra