Fix tikz math
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@ -2108,21 +2108,21 @@ Auch skalare Produkte können eindeutig fortgesetzt werden.
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\allowdisplaybreaks
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\allowdisplaybreaks
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\subsubsection{Veranschaulichung im $\R^2$}
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\subsubsection{Veranschaulichung im $\R^2$}
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\begin{tikzpicture}[scale=3]
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\begin{tikzpicture}[scale=3.09]
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\tikzmath{
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\tikzmath{
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\a1 = 3;
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\a1 = 3;
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\a2 = 1;
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\a2 = 1;
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\a3 = 2;
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\a3 = 2;
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\a4 = 2;
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\a4 = 2;
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\norma1 = sqrt(\a1^2 + \a2^2);
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\norma1 = sqrt((\a1 * \a1 + \a2 * \a2));
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\normeda1 = \a1 / \norma1;
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\normeda1 = \a1 / \norma1;
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\normeda2 = \a2 / \norma1;
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\normeda2 = \a2 / \norma1;
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\innerprod = \normeda1 * \a3 + \normeda2 * \a4;
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\innerprod = (\normeda1 * \a3) + (\normeda2 * \a4);
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\c1 = \a3 - (\innerprod * \normeda1);
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\c1 = \a3 - (\innerprod * \normeda1);
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\c2 = \a4 - (\innerprod * \normeda2);
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\c2 = \a4 - (\innerprod * \normeda2);
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\t1 = (\innerprod * \normeda1);
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\t1 = (\innerprod * \normeda1);
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\t2 = (\innerprod * \normeda2);
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\t2 = (\innerprod * \normeda2);
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\normc = sqrt(\c1^2 + \c2^2);
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\normc = sqrt((\c1 * \c1 + \c2 * \c2));
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\b3 = \c1 / \normc;
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\b3 = \c1 / \normc;
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\b4 = \c2 / \normc;
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\b4 = \c2 / \normc;
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}
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}
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