0.01 Übersicht
Das folgende Dokument beinhaltet eine Vorlage für eine Übersicht aller Rechentechniken, die du in diesem Buch lernen wirst. Dabei ist die Reihenfolge im Buch so gewählt, dass du das Thema Schritt für Schritt erlernst. Die Reihenfolge in der Übersicht ist jedoch so gewählt, dass du zu typischen Aufgaben verschiedene Rechentechniken gebündelt notieren kannst. Wenn du die Übersicht währenddessen du das Buch durcharbeitest ausfüllst, wirst du die Übersicht also nicht chronologisch ausfüllen können.
Übersicht quadratische Funktionen
Diese Seite ist Teil des GeoGebra-Buches "quadratische Funktionen", welches sämtliche schulischen Inhalte zu den quadratischen Funktionen abdeckt. Solltest du diese Seite nicht bereits über das Buch gefunden haben, gelangst du über folgendem Link zu ihm: [url=https://www.geogebra.org/m/svaztjar]GeoGebra-Buch: quadratische Funktionen[/url]
1.01 Scheitelpunktform - Teil 1
Aufgaben
[list][*]Verschiebe den Schieberegler a.[/*][*]Notiere dir, welche Auswirkung der Schieberegler auf den Funktionsgraphen hat und wie er sich in der Funktionsgleichung auswirkt.[/*][*]Notiere dir, wie der Wert von a mit den Koordinaten vom Punkt P zusammenhängen.[/*][/list]
Diese Seite ist Teil des GeoGebra-Buches "quadratische Funktionen", welches sämtliche schulischen Inhalte zu den quadratischen Funktionen abdeckt. Solltest du diese Seite nicht bereits über das Buch gefunden haben, gelangst du über folgendem Link zu ihm: [url=https://www.geogebra.org/m/svaztjar]GeoGebra-Buch: quadratische Funktionen[/url]
2.01 die Parameter der Normalform
Funktionsgleichungen quadratischer Funktionen, die in Normalform gegeben sind haben folgende Form: [math]a\cdot x^2+b\cdot x+c[/math] die Bedeutungen der Parameter [math]a[/math], [math]b[/math] und [math]c[/math] wirst du auf folgender Seite kennenlernen.
Aufgaben
Beantworte folgende Fragen:[br][list=1][*]Welchen Einfluss hat der Parameter [math]a[/math] auf den Funktionsgraphen?[/*][*]Wie verändert sich der Graph, wenn [math]a[/math] negativ wird?[/*][*]Welchen Einfluss hat der Parameter [math]c[/math] auf den Funktionsgraphen?[/*][*]Welchen Einfluss hat der Parameter [math]b[/math] auf den Funktionsgraphen?[/*][*]Wo liegt der Scheitelpunkt, wenn [math]b[/math] negativ bzw. positiv wird?[/*][/list]
Diese Seite ist Teil des GeoGebra-Buches "quadratische Funktionen", welches sämtliche schulischen Inhalte zu den quadratischen Funktionen abdeckt. Solltest du diese Seite nicht bereits über das Buch gefunden haben, gelangst du über folgendem Link zu ihm: [url=https://www.geogebra.org/m/svaztjar]GeoGebra-Buch: quadratische Funktionen[/url]
3.1 Funktionen Analysator
4.01 Parabel - Konstante
Bisher hast du immer entweder Stellen zu Funktionswerten oder Funktionswerten zu Stellen auf der Parabel berechnet. Auf den kommenden Seiten werden diese Techniken erweitert, um Schnittpunkte von Parabeln mit einem anderen Funktionsgraphen zu berechnen. Zuerst wird der andere Funktionsgraph eine Gerade sein, die an jeder Stelle den gleichen Funktionswert besitzt. Solche Geraden werden auch "Konstanten" genannt.[br][br]Überlegung:[br]Parabel und Konstante haben genau dort ihre Schnittpunkte, wo sie an der GLEICHEN Stelle den GLEICHEN Funktionswert besitzen. Um diese GLEICHEN Punkte zu berechnen, werden die beiden Funktionsgleichungen GLEICHGESETZT und dann die Lösungen der Gleichung berechnet:
Beispiel
5.01 quadratische Gleichungen mit dem Taschenrechner lösen
Das kann auch der Taschenrechner!?
Die Lösungen einer quadratischen Gleichung zu berechnen kann auf Dauer öde und wiederholend werden. Doch statt jedes Mal die pq-Formel anzuwenden oder die quadratische Ergänzung durchzuführen, besitzt der Taschenrechner auch eine Funktion, mit der quadratische Gleichungen gelöst werden können. Wie das geht, kannst du in dem folgenden Video lernen.
Aber...
Diese Taschenrechnerfunktion ist super hilfreich und beschleunigt Rechnungen extrem. Jedoch sei dir auch bewusst, dass du weiterhin quadratische Gleichungen von Hand mit der pq-Formel oder quadratischen Ergänzung lösen musst!
Rechnungen des Taschenrechners richtig aufschreiben
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[/img]