10.2 ER Ebenengleichung

Ausgangssituation
Auf dem 3D-Modell liegen Punkte in Form eines Dreiecks in einer Ebene, die durch die Gleichung 2x[sub]1[/sub]+3x[sub]2[/sub]+4x[sub]3[/sub]=40 beschrieben werden.[br][img]data:image/png;base64,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[/img][br]Die Eckpunkte des Dreiecks werden mit A, B und C bezeichnet. A ist dabei der Punkt, der, der auf der x[sub]3[/sub]-Achse liegt (siehe Abbildung 1).
Forschungsauftrag
1) Bestimmen Sie die Vektoren [math]\begin{matrix}\longrightarrow\\p\end{matrix},\begin{matrix}\longrightarrow\\u\end{matrix}[/math] und [math]\begin{matrix}\longrightarrow\\v\end{matrix}[/math]
Wählen Sie einen beliebigen Punkt P, für dessen Koordinate ebenfalls die Gleichung 2x[sub]1[/sub]+3x[sub]2[/sub]+4x[sub]3[/sub]=40 gilt (siehe Abbildung 2). Bestimmen Sie r, s [math]\in\mathbb{R}[/math] mit [math]\begin{matrix}\longrightarrow\\AP\end{matrix}=r\cdot\begin{matrix}\longrightarrow\\u\end{matrix}+s\cdot\begin{matrix}\longrightarrow\\v\end{matrix}[/math]
Q ist ein beliebiger Punkt mit dem Ortsvektor [math]\left(\begin{matrix}q_1\\q_2\\q_3\end{matrix}\right)[/math] mit 2q[sub]1[/sub]+3q[sub]2[/sub]+4q[sub]3[/sub]=40. Dann lässt sich [math]\begin{matrix}\longrightarrow\\AQ\end{matrix}[/math][br][br]in Abhängigkeit von [math]\begin{matrix}\longrightarrow\\u\end{matrix}[/math] und [math]\begin{matrix}\longrightarrow\\v\end{matrix}[/math] bestimmen. Begründen Sie warum das so ist.[br]
[size=50]Dieses Werk ist lizenziert unter einer Creative Commons Namensnennung 4.0 International Lizenz.2017Henrik Horstman[/size]
[size=50]Dieses Werk ist lizenziert unter einer Creative Commons Namensnennung 4.0 International Lizenz.2017Henrik Horstman[/size]
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Information: 10.2 ER Ebenengleichung