master > master: Aufgabe 5 "= V" entfernt (Tippfehler)
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@ -801,12 +801,11 @@ gelten.
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Da $\{u_{1},u'_{2}\}$ eine Basis für $U$ ist,
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gilt wegen Linearität von $\phi_{1}$
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\begin{mathe}[mc]{rcccccccl}
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\begin{mathe}[mc]{rcccccl}
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\range(\phi_{1})
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&= &\phi_{1}(\vectorspacespan\{u_{1},u'_{2}\})
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&= &\vectorspacespan\{\phi_{1}(u_{1}),\phi_{1}(u'_{2})\}
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&= &\vectorspacespan\{v_{1},v'_{2}\}
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&= &V,
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&= &\vectorspacespan\{v_{1},v'_{2}\},
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\end{mathe}
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und damit
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