Koordinatensystem 1

Um die Lage eines Punkte eindeutig festzulegen, verwendet man ein [b]Koordinatensystem[/b].[br]Jeder Punkt wird durch ein Zahlenpaar ([b]Koordinaten[/b]) festgelegt
[list][*]Die beiden [b]Achsen[/b] stehen aufeinander normal und treffen sich im [b]Ursprung [/b]( 0 , 0 ).[/*][*]waagrecht: 1. Achse = x-Achse[/*][*]senkrecht: 2. Achse = y-Achse[/*][/list][br][b][color=#ff0000]x-Koordinate - nach rechts[br]y-Koordinate - nach oben[br][/color][/b][br]Schreibweisen:[br]A ( 4 / 2 )[br]A = ( 4 , 2 )[br]GeoGebra verwendet die zweite Schreibweise. Als Komma wird ein Punkt verwendet.[br][br]Verwendet man auch negative Zahlen, werden die Achsen in beide Richtungen verlängert.[br][br][b][color=#9900ff]Aufgabe 1:[/color][/b][br]Im folgenden Applet kann der blaue Punkt verschoben werden.[br]Beobachte die Auswirkungen auf die Koordinaten!
Kreuze alle richtigen Aussagen an!
[b][color=#9900ff]Aufgabe 2:[/color][/b][br]Gib im Applet die Koordinaten des Punktes A an! Bestätige mit [i]Enter[/i][br](Koordinaten im Abstand 0,5)[br]Versuche, 10 Punkte zu erreichen![br][br]
Durch die Koordinatenachsen wird die Zeichenebene in 4 Teile zerlegt, die [b]Quadranten[/b].[br][br][img]data:image/png;base64,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[/img][br][br][b][color=#9900ff]Aufgabe 3:[/color][/b][br]Ordne in der LearningApp die Punkte den richtigen Quadranten zu! [color=#ff7700][url=https://learningapps.org/watch?v=p2mn93ott24]Zuordnung[/url][/color]
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Information: Koordinatensystem 1