4_Zähler erstellen

[code]D[/code]ie beiden Schaltflächen haben nun erste einfache Skripting-Funktionen.[br][br]Warum nicht einen Wettbewerbs-Charakter einbauen und Punkte für richtige Antworten zählen lassen?[br]Im weiteren Verlauf lernst du dazu eine mögliche Umsetzung kennen.[br][br][icon]/images/ggb/toolbar/mode_showhidelabel.png[/icon] [b][u][size=150]Arbeitsauftrag 1:[/size][/u][/b][br]Definiere eine Zahl [math]correctCount[/math] mit [math]correctCount=0[/math].[br][size=85](Man kann diese Zahl durchaus auch anders benennen! Die Benennung sollte - muss aber nicht - die Bedeutung dieser Variablen erkennen lassen.)).[/size][br][br][quote]CODE ZUM KOPIEREN UND EINFÜGEN: [br][center][color=#6557d2][b]correctCount=0[/b][/color][/center][/quote]Wähle nun geeignete Einstellungen für den so erzeugten Schieberegler:[br][img]data:image/png;base64,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[/img]
[code][/code][icon]/images/ggb/toolbar/mode_showhidelabel.png[/icon] [b][u][size=150]Arbeitsauftrag 2:[/size][/u][/b][br]Bei einer richtigen Antwort soll der Zähler [math]correctCount[/math] erhöht werden.[br]Das Skripting des Prüfen-Buttons muss erweitert werden [color=#333333](gelb hervorgehoben):[br][/color][br][img]data:image/png;base64,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[/img][br][br][QUOTE]CODE ZUM KOPIEREN:[br][color=#6557d2]var a = ggbApplet.getValue("a");[br][/color][b][color=#6557d2]var correctCount = ggbApplet.getValue("correctCount");[/color][/b][color=#6557d2][br][br]if (a==true) {[br]alert("Richtig :o)");[br][/color][b][color=#6557d2]ggbApplet.setValue("correctCount",correctCount+1);[/color][/b][color=#6557d2][br]} else {[br]alert("Leider falsch - probiere es noch einmal!");[br]}[/color][/QUOTE]
[icon]/images/ggb/toolbar/mode_viewinfrontof.png[/icon] [b][u]Den Code verstehen:[/u][/b][br]Die Funktion [color=#6557d2][b]ggbApplet.getValue("correctCount")[/b][/color] überträgt den Wert von der GeoGebra-Umgebung in die JavaScript-Umgebung.[br]Falls die Angabe im Applet richtig ist, soll der Zähler um 1 erhöht werden - das bewirkt die Funktion [color=#6557d2][b]ggbApplet.setValue("correctCount", correctCount+1)[/b][/color][br]Sie überträgt den neuen Wert wieder zurück in die GeoGebra-Umgebung.[br][br][b][u]Anmerkungen zu alternativen Vorgehensweisen[/u][/b][br][list][*]Der Befehl [color=#6557d2][b]ggbApplet.evalCommand("correctCount=correctCount+1");[/b][/color] bewirkt dasselbe.[/*][*]Ebenso kann man auch innerhalb der JavaScript-Umgebung den Zähler erhöhen:[br][color=#6557d2][b]var correctCount = ggbApplet.getValue("correctCount");[br][/b][/color][color=#6557d2][b]correctCount=correctCount+1;[/b] [/color]oder kürzer [b][color=#6557d2]correctCount+=1;[br][/color][color=#6557d2]ggbApplet.setValue("correctCount",correctCount);[/color][/b][/*][/list]
[icon]/images/ggb/toolbar/mode_rotateview.png[/icon] [b][u]Applet ausbauen:[/u][/b][br]Natürlich ist es für den Nutzer sinnvoll, wenn er den aktuellen "Spielstand" immer vor Augen hat.[br]Dafür bietet sich ein Textfeld unter den beiden Schaltflächen an.[br][img]data:image/png;base64,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[/img]

Information: 4_Zähler erstellen