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[/img][/i][br]propose une sélection d'[i]outils [/i]spécifiques au travail dans le [i]Tableur[/i].[br][b]Activer un [/b][i][b]Outil[/b] [/i]en cliquant sur le bouton affichant l'icône associée.[br][br][b]Tâche[br][/b]Calculer la somme des termes d'une suite de nombres, via l'[i]outil[/i] [icon]/images/ggb/toolbar/mode_sumcells.png[/icon] [i]Somme[/i].[br][table][tr][td]1.[/td][td][icon]/images/ggb/toolbar/mode_move.png[/icon][/td][td]Utiliser l'[i]outil Déplacer [/i]pour sélectionner toutes les cellules de la colonne [i]B[/i] contenant des nombres.[/td][/tr][tr][td]2.[/td][td][icon]/images/ggb/toolbar/mode_sumcells.png[/icon][/td][td]Sélectionner l'[i]outil Somme[/i] dans la [i]Barre d'outils[/i] du [i]Tableur[/i][i][/i].[br][u]Note[/u] : La somme des nombres des cellules sélectionnées est affichée dans la prochaine cellule vide de la colonne [i]B[/i].[/td][/tr][/table]
[size=100][size=100]Les [i]Outils [/i]GeoGebra sont classés en [i]Boites à outils[/i], contenant des [i]outils[/i] semblables ou engendrant le même type de nouvel objet.[br][b]Ouvrir une Boite à outils [/b]en cliquant sur l'icône de l'[i]Outil [/i]affiché par défaut.[br]Sélectionner ensuite l'[i]Outil[/i] dans la liste.[/size][b][br][br][img 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[/img][br][br]Tâche[/b] [br]Créer une liste de points à partir des nombres fournis dans le [i]Tableur[/i].[br][table][tr][td]1.[/td][td][icon]/images/ggb/toolbar/mode_move.png[/icon][/td][td][size=100]Utiliser l'[i]outil Déplacer [/i]pour sélectionner toutes les cellules des colonnes [i]B[/i] et C jusqu'à la ligne 6.[/size][/td][/tr][tr][td]2.[/td][td][icon]https://tube.geogebra.org/images/ggb/toolbar/mode_createlistofpoints.png[/icon][/td][td]Sélectionner l'[i]Outil [i][size=100][i]Liste de points[/i][/size][/i][/i] dans la [i]Boite à outils[/i]. [br] [br]Dans le dialogue qui s'ouvre, il est possible de :[br][list][*]modifier le nom par défaut attribué à la liste ;[/*][*]décider quelle colonne va déterminer les abscisses ;[/*][*]visualiser l'aperçu de la liste de points en cours de création.[br][br][/*][/list]Cliquer sur le bouton [button_small]Créer[/button_small] pour confirmer la création des points à partir de votre ensemble de données.[size=100][/size][/td][/tr][/table][/size]