Du hast nun ein Applet gestaltet, das Eingaben prüfen sowie Versuche und richtige Antworten zählen kann:[br][br][center][img]data:image/png;base64,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[/img][/center]Damit hast du die Grundlage für diverse Anwendungsmöglichkeiten - du musst dein Applet jeweils nur geringfügig anpassen.[br][br][i][u][b]Hier ein paar Beispiele für die Verwendung deines Applets:[/b][/u][/i][br]- Punkt im Koordinatensystem einzeichnen[br]- Koordinaten von Punkten im Koordinatensystem ablesen (Umkehrung)[br][br]- Steigung einer Geraden im Koordinatensystem darstellen[br]- Wert der Steigung einer Geraden im Koordinatensystem ablesen (Umkehrung)[br][br]- Normalparabel im Koordinatensystem darstellen - Scheitelform[br]- Gleichung einer Normalparabel - Scheitelform - im Koordinatensystem ablesen (Umkehrung)[br][br]- Streckfaktor einer Parabel mit Scheitel (0|0) im Koordinatensystem darstellen[br]- Streckfaktor einer Parabel mit Scheitel (0|0) im Koordinatensystem ablesen (Umkehrung)[br][br]- Punktprobe in der Ebene und im Raum[br]- Lage zweier Geraden untersuchen[br][br]... und vieles, vieles mehr![br][br][br]Auf den Folgeseiten findest du konkret ausgearbeitete Umsetzungsbeispiele.