[code][/code]Du hast nun die Vorlage geöffnet (hier nochmal der Link: [url=https://www.geogebra.org/classic/xyqv2fsf]https://www.geogebra.org/classic/xyqv2fsf[/url]) - allerdings haben die Schaltflächen in diesem Applet noch keine Funktion.[br][br]Um eine Überprüfung deiner Lösung zu ermöglichen, muss das Applet deine Gerade [math]f[/math] mit der zufällig erzeugten Geraden [math]g[/math] vergleichen.[br][br][icon]/images/ggb/toolbar/mode_showhidelabel.png[/icon] [b][u][size=150]Arbeitsauftrag 1:[/size][/u][/b][br]Definiere den Wahrheitswert [math]a[/math] mit [math]a=(f==g)[/math].[br][quote]CODE ZUM KOPIEREN UND EINFÜGEN: [br][center][color=#6557d2][b]a = f==g[/b][/color][/center][/quote]Bewege die beiden roten Punkte und prüfe deine Eingabe - du musst eventuell vorher in der Algebra-Ansicht auf "Wert" anzeigen umstellen: 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[/img][br][code][br][/code][br]Du siehst nun deinen "Erfolg" zwar in der Algebra-Ansicht, allerdings ist es für Anwender schöner, wenn die Rückmeldung auf eleganterem Wege über die Schaltflächen erfolgt.[br]Die Schaltflächen haben aber noch keine Funktion [math]\longrightarrow[/math] die ersten Schritte im Skripting können beginnen.
[icon]https://www.geogebra.org/images/ggb/toolbar/mode_showhidelabel.png[/icon] [b][u][size=150]Arbeitsauftrag 2:[/size][/u][/b][br][img]data:image/png;base64,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[/img][br]Die Schaltfläche mit einer Funktion belegen.[br][br]Wähle mit der rechten Maustaste die Einstellungen dieser Schaltfläche:[br][img]data:image/png;base64,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[/img][br]Wähle "Skripting" - "Bei 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[/img][br][quote][u]CODE zum Kopieren:[/u][br][color=#6557d2][b]var a = ggbApplet.getValue("a");[br][br]if (a==true) {[br]alert("Richtig :o)");[br]} else {[br]alert("Leider falsch - probiere es noch einmal!");[br]}[/b][/color][/quote]Vergiss nicht auf [b]JavaScript[/b] umzustellen!
[icon]/images/ggb/toolbar/mode_viewinfrontof.png[/icon] [b][u][size=150]Den Code verstehen:[/size][/u][/b][br]Der Name der globalen Variable in einem GeoGebra-Applet ist standardmäßig [b][color=#6557d2]ggbApplet[/color][/b]. Falls man mehrere GeoGebra-Anwendungen auf einer Seite (in einer Aktivität) verwendet , enthält ggbApplet immer die API der zuletzt aktiven Anwendung (API=[u]A[/u]pplication [u]P[/u]rogramming [u]I[/u]nterface - auch Programmierstelle genannt, also das GeoGebra-Applet, in dem man sich gerade befindet).[br][br]Jeder [b]Funktion [/b]muss also [b][color=#6557d2]ggbApplet [/color][/b]vorangestellt werden, wenn man im aktuellen Applet arbeiten möchte. Mit diesem Wissen versteht man dann auch die Grundidee in der Kommunikation zwischen Applets - man muss der globalen Variablen ggbApplet einen eindeutigen Namen für jedes Applet (z.B. app1) geben ([math]\longrightarrow[/math] Vertiefungsphase des Workshops oder direkt auf dieser Seite: [url=https://www.geogebra.org/m/numzkews]https://www.geogebra.org/m/numzkews[/url]).[br][code][/code][br]Die Funktion [color=#6557d2][b]ggbApplet.getValue("a")[/b][/color] überträgt den Wert der booleschen Variablen [math]a[/math] von der GeoGebra-Umgebung in die JavaScript-Umgebung.[br]Es empfiehlt sich, die Variable in beiden Umgebungen gleich zu benennen: [br][color=#6557d2][b]var a = ...[/b][/color] definiert die Variable in der JavaScript-Umgebung.[br][code][/code][br]Es ergeben sich zwei Fälle für a (wahr oder falsch):[br]Wenn a wahr (also die Antwort richtig) ist, soll "Richtig" ausgegeben werden:[br][color=#6557d2][b]if (a==true) {[br]alert("Richtig :o)");[br]}[/b] [br][/color][br]Ansonsten (also wenn a falsch ist) soll "Leider falsch" ausgegeben werden:[br][color=#6557d2][b]else {[br]alert("Leider falsch - probiere es noch einmal!");[br]}[/b][/color][br][br]Die [b][color=#6557d2]alert[/color][/b]-Methode [ Kurzform von window.alert() ] ist eine elegante Form der Rückmeldung, die ohne Textfelder auskommt.