Inserisci un'[i]app GeoGebra[/i] e [i]Graspable Math [/i]nell'area di lavoro. [br]Inserisci delle funzioni, trascinale nelle altre [i]Viste [/i]ed esplora i risultati.[br]Se non hai mai utilizzato le[i] app GeoGebra[/i], dai un'occhiata al [url=https://www.geogebra.org/m/rsmmscpz]Tutorial della Suite GeoGebra[/url].[br]Se non hai mai utilizzato [i]Graspable Math[/i], dai un'occhiata ai loro [url=https://graspablemath.com/learn]Tutorial[/url].[br][br][img]data:image/png;base64,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[/img]
[table][tr][td]1.[/td][td][img]https://wiki.geogebra.org/uploads/thumb/a/a8/Notes-suite.svg/24px-Notes-suite.svg.png[/img][br][/td][td]Inserisci una [i]Calcolatrice Grafica GeoGebra [/i]utilizzando lo strumento [i]Grafici [/i]della [i]vista Media[/i].[br][b]Nota:[/b] Puoi scegliere tra le varie [i]app[/i] [i]GeoGebra[/i] ([i]Calcolatrice Grafica, Calcolatrice 3D, Geometria, CAS, Probabilità[/i]) quando utilizzi lo strumento [i]GeoGebra[/i].[/td][/tr][tr][td]2.[/td][td][img]https://wiki.geogebra.org/uploads/thumb/1/1a/Notes-graspable.svg/24px-Notes-graspable.svg.png[/img][br][/td][td]Inserisci un'area di lavoro di [i]Graspable Math[/i] utilizzando lo strumento [i]Graspable Math [/i]della [i]vista Media[/i].[i][/i][/td][/tr][tr][td]3.[/td][td][/td][td]Sposta e affianca la [i]Calcolatrice Grafica GeoGebra[/i] a [i]Graspable Math[/i] .[/td][/tr][tr][td]4.[/td][td][/td][td]Inserisci [math]f\left(x\right)=x^2-1[/math] nella [i]barra di inserimento[/i] della [i]Calcolatrice Grafica GeoGebra[/i].[/td][/tr][tr][td]5.[/td][td][/td][td]Inserisci [math]y=\frac{5-3x}{4}[/math] in [i]Graspable Math[/i].[br][b]Suggerimento:[/b] Premi il pulsante [i]Inserisci[/i] visualizzato in alto a sinistra, quindi seleziona [i]Math Expression[/i]. Inserisci y=(5-3x)/4 nella [i]barra di inserimento[/i] visualizzata, quindi seleziona [i]Done.[/i][/td][/tr][tr][td]6.[/td][td][/td][td]Tocca l'area di lavoro di [i]Graspable Math.[/i] Seleziona il punto a fianco dell'equazione e trascinalo nella [i]Calcolatrice Grafica GeoGebra.[/i][/td][/tr][tr][td]7.[/td][td][/td][td]Tocca l'area di lavoro di [i]Graspable Math[/i] e modifica i valori della funzione utilizzando lo strumento [i]scrub (chiave inglese)[/i].[br]Osserva come la funzione si modifica anche nella [i]Calcolatrice Grafica GeoGebra.[/i][/td][/tr][tr][td]8.[/td][td][/td][td]Tocca l'area di lavoro della [i]Calcolatrice Grafica GeoGebra [/i]e trascina la funzione [math]f\left(x\right)=x^2-1[/math] dalla [i]vista Algebra[/i] a [i]Graspable Math.[/i][/td][/tr][tr][td]9.[/td][td][/td][td]Tocca l'area di lavoro della [i]Calcolatrice Grafica GeoGebra[/i] e modifica l'espressione della funzione [math]f\left(x\right)=x^2-1[/math].[br]Osserva come la funzione si modifica anche in [i]Graspable Math.[/i][/td][/tr][tr][td]10.[/td][td][/td][td]Modifica le espressioni delle funzioni sia nella [i]Calcolatrice Grafica GeoGebra [/i]che in [i]Graspable Math[/i] e osserva le modifiche nelle due viste.[br][/td][/tr][/table][table][tr][td]11.[/td][td][img]https://wiki.geogebra.org/uploads/thumb/2/22/Baseline-create-24px.svg/24px-Baseline-create-24px.svg.png[/img][/td][td]Passa alla [i]vista Penna[/i] e seleziona lo [i]Strumento Penna[/i].[/td][/tr][tr][td]12.[/td][td][/td][td]Scrivi qualcosa nell'area occupata dalla [i]Calcolatrice Grafica GeoGebra.[br][/i]Il testo che scrivi a mano libera viene posizionato in primo piano rispetto alla calcolatrice. Seleziona la calcolatrice utilizzando lo strumento [i]Seleziona oggetti[/i] per portare la calcolatrice in primo piano e consentirti nuovamente di modificare la costruzione. Se tocchi o fai clic in un'area esterna alla calcolatrice, il testo scritto a mano libera tornerà in primo piano.[i][br][/i][/td][/tr][/table]