Consulta de recursos a l'abast

La recerca d'informació ha variat tan substancialment en els darrers 30 anys que, per als que tenim una certa edat, costa fins i tot d'imaginar. [br][br]Segur que avui dia començaríem per una recerca a Internet i, en concret, com que estem parlant del GeoGebra, buscaríem en l'entorn dels materials compartits a www.geogebra.org/materials.[br][br]Ja ho hem fet prèviament i hem trobat un llibre del mestre Manuel Sada sobre el tema, [br]Podeu accedir-hi si feu clic en el títol o en la imatge que s'adjunta tot seguit. [br][br][url=https://www.geogebra.org/m/LPS1Ng6M?doneurl=%2Fsearch%2Fperform%2Fsearch%2FManuel%2BSada%2]Buscando la recta de Euler en un tetraedro[/url][br][url=https://www.geogebra.org/m/LPS1Ng6M?doneurl=%2Fsearch%2Fperform%2Fsearch%2FManuel%2BSada%2][img 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[/img][/url][br][br]Treballem-hi una estona, fem-nos preguntes, investiguem... i ho comentarem. [br]Alguns aspectes ja actualitzen en part el treball de recerca que es presenta, però, tanmateix, al llarg del taller veurem que podrem aprofundir-ne alguns altres.

Information: Consulta de recursos a l'abast