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authorLukaszogg <82384106+Lukaszogg@users.noreply.github.com>2021-09-11 09:37:10 +0200
committerLukaszogg <82384106+Lukaszogg@users.noreply.github.com>2021-09-11 09:37:10 +0200
commitafbb1ff480ce5b57826b01806c2abd79230fc58b (patch)
treedcf6e53d43aec69c022e0beff6662a1ec0445f7d /buch/papers/clifford/2_QuadratVektoren.tex
parentÄnderungen vom Nachmittag (diff)
parentadd combined images (diff)
downloadSeminarMatrizen-afbb1ff480ce5b57826b01806c2abd79230fc58b.tar.gz
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Was eine Addition von Vektoren bedeutet ist sehr intuitiv und auch leicht geometrisch darzustellen wie in Abbildung \ref{figure:addition}. Was allerdings das Produkt von Vektoren ergibt, mag anfänglich unintuitiv wirken.
\begin{figure}[tb]
\centering
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\draw[blue,thick,->] (0,0)--(3.5,2) node[midway,above,sloped] {$\textbf{a}$};
\draw[red,thick,->] (3.5,2)--(1.5,3.8) node[midway,above,sloped] {$\textbf{b}$};