Grundlagen: Vektoren

Vektoren in GeoGebra eingeben
Vektoren können auf 3 Varianten im Algebrafenster erstellt werden:[br][list][*]Durch den Befehl Vektor([Punkt]). (z.B.: Vektor(A) oder Vektor((1,3)) )[/*][*]Durch den Befehl Vektor([Anfangspunkt], [Endpunkt]). (z.B.: Vektor(A,B), Vektor((2,4),(5,6)) )[/*][*]indem man ein Zahlenpaar mit einem Kleinbuchstaben benennt: v=(1,2) ergibt einen Vektor, V=(1,2) ergibt einen Punkt[/*][*]Mit dem Werkzeug Vektor können auch Vektoren in der Ebene erstellt werden:[/*][*]Erstelle die Punkte A=(3,5) und B=(6,1) mithilfe des Punkt-Werkzeugs [img]data:image/png;base64,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[/img] oder im Algebrafenster.[/*][*]Erstelle anschließend einen Vektor mit dem Vektor-Werkzeug [img]data:image/png;base64,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[/img] oder einem Befehl im Algebrafenster.[/*][*]Mit zwei Punkten erstellte Vektoren können auch nachher auf der Ebene Verschoben werden:[br]Wähle dafür das Bewege-Werkzeug [img]data:image/png;base64,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[/img] aus und verschiebe den Vektor beliebig auf der Ebene. [/*][/list]
Vektoren addieren
Erstelle die Vektoren v=(3,2) und w=(1,-3).[br][list][*]Addiere die Vektoren im Algebrafenster indem du einfach v+w eingibst.[/*][*]Versichere dich, dass der Endpunkt von v in GeoGebra als Punkt existiert.[/*][*]Verwnde nun das "Vektor von Punkt aus abtragen"-Werkzeug [img]data:image/png;base64,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[/img] mit dem Endpunkt von v (z.B. A) und dem Vektor w. Damit wird er w an das Ende von v gehängt.[/*][*]Falls die Verbindung noch nicht besteht: Zeichne den Vektor vom Anfangspunkt von v bis zum Endpunkt des abgetragenen Vektor ein. Vergleiche ihn mit v+w.[/*][*]Erstelle zwei unterschiedliche Vektor mithilfe des Vektor-Werkzeugs (sie sollen nicht in (0|0) beginnen)[/*][*]Verwende erneut beide Varianten um die so erstellten Vektoren zu addieren.[br][/*][/list]
Gegenvektor und Vektoren subtrahieren
[list][*]Erstelle den Gegenvektor von v, indem du v'=-v eingibst. (es reicht einfach -v, aber so bezeichnen wir den Gegenvektor gleich sinnvoll)[/*][*]Subtrahiere v von w indem du einmal w-v eingibst.[/*][*]Trage nun den Vektor v' vom Endpunkt von w ab und zeichne den Vektor vom Anfangspunkt von w C zum neuen Endpunkt D' ein.[br][/*][/list]
Skalarprodukt
[list][*]Bilde das Skalarprodukt der gegebenen Vektoren v und w indem du v*w eingibst oder den Befehl Skalarprodukt([Vektor],[Vektor]) verwendest.[/*][*]Verschiebe den Punkt C und beobachte wie sich Skalarprodukt und Winkel zwischen v und w verändern.[/*][*]Wie hängen Skalarprodukt und Winkel zusammen? Kreuze die richtige(n) Antworte(n) an.[br][/*][/list]
Vektoren am Einheitskreis
Beobachte wie sich Skalarprodukt, Winkel und Cosinus verhalten, wenn die Punkte B und C am Einheitskreis verschoben werden.[br]Überlege welche Länge die Vektoren u und v haben (oder bestimme sie mittel GeoGebra)
Darstellungsformen von Geraden
In GeoGebra können Geraden auf alle bekannten Weisen dargestellt werden:[br][list][*]Als Funktion: f(x)=k*x+d[/*][*]Als Gleichung bzw. Normalvektordarstellung: a*x+b*y=c[/*][*]In Parameterdarstellung: g: X=P+t*v; z.B.: g: X=(3,2)+t*(1,-1)[/*][*]Das funktioniert natürlich auch im [math]\mathbb{R}^3[/math]: h:X=(1,5,-7)+t*(3,-5,4)[/*][*]Schnittpunkte können durch den Befehl Schnittpunkt(g,h) bestimmt werden.[br][/*][/list]
[img]data:image/png;base64,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[/img]
[img]data:image/png;base64,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[/img]
Close

Information: Grundlagen: Vektoren