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[/img]
[S [NP_Nom Ich][VP [V_inf kann][V_fin verstehen,][S_Sub [Konj_S dass][Nom_Dat [Pron_Dat ihnen]][NP_Nom [Art die][AdjP [Adj guten]][N_Nom Noten]] [VP [V_fin gefallen.]]]]]
Ist das eine adäquate Lösung für Aufgabe a) ?
Was sind die syntaktischen Funktionen in diesem Satz?!