master > master: Auswahl von v3 in der Aufgabenstellung von A2 korrigiert
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@ -366,7 +366,7 @@ gelten.
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\begin{mathe}[mc]{cccc}
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v_{1} = \begin{svector} 5\\ 8\\\end{svector},
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&v_{2} = \begin{svector} 25\\ 40\\\end{svector},
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&v_{3} = \begin{svector} -140\\ 30\\\end{svector},
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&v_{3} = \begin{svector} 200\\ 320\\\end{svector},
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&v_{4} = \begin{svector} 30\\ 48\\\end{svector}.\\
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\end{mathe}
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@ -396,7 +396,7 @@ gelten.
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Wir beachten auch, dass
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\begin{mathe}[mc]{rcccl}
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10v_{2}-10v_{1} &= &\begin{svector} -140\\ 30\\\end{svector} &= &v_{3},\\
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10v_{2}-10v_{1} &= &\begin{svector} 200\\ 320\\\end{svector} &= &v_{3},\\
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v_{1}+v_{2} &= &\begin{svector} 30\\ 48\\\end{svector} &= &v_{4}\\
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\end{mathe}
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@ -577,7 +577,7 @@ gelten.
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\begin{mathe}[mc]{ccc}
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v_{1} = \begin{svector} 8\\ 0\\ 0\\ 4\\\end{svector},
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&v_{2} = \begin{svector} 16\\ 0\\ 0\\ 9\\\end{svector},
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&v_{2} = \begin{svector} 18\\ 0\\ 0\\ 9\\\end{svector},
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&v_{3} = \begin{svector} 2\\ 0\\ 0\\ 1\\\end{svector}.\\
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\end{mathe}
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@ -1141,7 +1141,7 @@ gelten.
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\begin{mathe}[mc]{cccc}
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v_{1} = \begin{svector} 0\\ 3\\ 0\\\end{svector},
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&v_{2} = \begin{svector} 1\\ 3\\ 0\\\end{svector},
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&v_{3} = \begin{svector} 10\\ 0\\ 0\\\end{svector},
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&v_{3} = \begin{svector} 11\\ 1\\ 1\\\end{svector},
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&v_{4} = \begin{svector} 1\\ 1\\ 1\\\end{svector}.\\
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\end{mathe}
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