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2b grundlegend geloest. Eventuell beschreibender Text noetig.
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\multicolumn{12}{r}{$x_{1}^{'}, x_{1}^{''}, x_{2}, x_{3}, x_{4}^{'}, x_{4}^{''}$} \,&\geq &\, 0
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\end{alignat*}
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\subsection{} %b
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\begin{alignat*}{10}
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\text{maximiere}\; & 5a_{1} &+& 13a_{2} &+& 8a_{3} &+& 9b_{1} &+& 15b_{2} &+& 12b_{3} &+& 5c_{1} &+& 14c_{2} &+& 10c_{3} && \\
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\multicolumn{20}{l}{\text{unter den Nebenbedingungen}} && \\
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& a_{1} &+& a_{2} &+& a_{3} && && && && && && &\leq &\, 400 \\
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& && && && b_{1} &+& b_{2} &+& b_{3} && && && &\leq &\, 480 \\
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& && && && && && && c_{1} &+& c_{2} &+& c_{3} &\leq &\, 230 \\
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& && a_{2} && && &+& b_{2} && && &+& c_{2} && &\leq &\, 420 \\
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& && && a_{3} && && &+& b_{3} && && &+& c_{3} &\leq &\, 250 \\
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\multicolumn{18}{r}{$a_{1}, a_{2}, a_{3}, b_{1}, b_{2}, b_{3}, c_{1}, c_{2}, c_{3}$} \,&\geq &\, 0
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\end{alignat*}
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\end{document}
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