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Dictionary

Words, grammatical forms and meanings linked to the ontology.

musiktheoretisch de · ADJ

Pronunciation

  • audio
  • [muˈziːkteoˌʁeːtɪʃ]

Meanings

  1. die Musiktheorie betreffend; auf theoretische Aspekte der Musik bezogen

Forms

SpellingFeaturesLabelsSource
er ist musiktheoretisch Degree=Pos, Gender=Masc, Number=Sing predicative lexicographic
musiktheoretische Case=Nom, Degree=Pos, Gender=Fem, Number=Sing strong lexicographic
musiktheoretische Case=Nom, Degree=Pos, Gender=Masc, Number=Sing weak lexicographic
musiktheoretische Case=Nom, Degree=Pos, Gender=Neut, Number=Sing weak lexicographic
musiktheoretische Case=Acc, Degree=Pos, Gender=Fem, Number=Sing strong lexicographic
musiktheoretische Case=Acc, Degree=Pos, Gender=Fem, Number=Sing weak lexicographic
musiktheoretische Case=Acc, Degree=Pos, Gender=Neut, Number=Sing weak lexicographic
musiktheoretische Case=Nom, Degree=Pos, Number=Plur strong lexicographic
musiktheoretische Case=Acc, Degree=Pos, Gender=Fem, Number=Sing mixed lexicographic
musiktheoretische Case=Nom, Degree=Pos, Gender=Fem, Number=Sing mixed lexicographic
musiktheoretische Case=Nom, Degree=Pos, Gender=Fem, Number=Sing weak lexicographic
musiktheoretische Case=Acc, Degree=Pos, Number=Plur strong lexicographic
musiktheoretischer Case=Gen, Degree=Pos, Number=Plur strong lexicographic
musiktheoretischer Case=Gen, Degree=Pos, Gender=Fem, Number=Sing strong lexicographic
musiktheoretischer Case=Nom, Degree=Pos, Gender=Masc, Number=Sing mixed lexicographic
musiktheoretischer Case=Nom, Degree=Pos, Gender=Masc, Number=Sing strong lexicographic
musiktheoretischer Case=Dat, Degree=Pos, Gender=Fem, Number=Sing strong lexicographic
musiktheoretisch Degree=Pos lexicographic
es ist musiktheoretisch Degree=Pos, Gender=Neut, Number=Sing predicative lexicographic
musiktheoretischen Case=Dat, Degree=Pos, Number=Plur mixed lexicographic
musiktheoretischen Case=Dat, Degree=Pos, Gender=Masc, Number=Sing weak lexicographic
musiktheoretischen Case=Gen, Degree=Pos, Number=Plur mixed lexicographic
musiktheoretischen Case=Acc, Degree=Pos, Number=Plur mixed lexicographic
musiktheoretischen Case=Nom, Degree=Pos, Number=Plur mixed lexicographic
musiktheoretischen Case=Gen, Degree=Pos, Gender=Fem, Number=Sing weak lexicographic
musiktheoretischen Case=Gen, Degree=Pos, Gender=Masc, Number=Sing mixed lexicographic
musiktheoretischen Case=Acc, Degree=Pos, Number=Plur weak lexicographic
musiktheoretischen Case=Gen, Degree=Pos, Gender=Neut, Number=Sing strong lexicographic
musiktheoretischen Case=Dat, Degree=Pos, Gender=Fem, Number=Sing mixed lexicographic
musiktheoretischen Case=Gen, Degree=Pos, Gender=Masc, Number=Sing strong lexicographic
musiktheoretischen Case=Acc, Degree=Pos, Gender=Masc, Number=Sing strong lexicographic
musiktheoretischen Case=Acc, Degree=Pos, Gender=Masc, Number=Sing weak lexicographic
musiktheoretischen Case=Gen, Degree=Pos, Gender=Fem, Number=Sing mixed lexicographic
musiktheoretischen Case=Acc, Degree=Pos, Gender=Masc, Number=Sing mixed lexicographic
musiktheoretischen Case=Gen, Degree=Pos, Number=Plur weak lexicographic
musiktheoretischen Case=Dat, Degree=Pos, Number=Plur weak lexicographic
musiktheoretischen Case=Dat, Degree=Pos, Number=Plur strong lexicographic
musiktheoretischen Case=Gen, Degree=Pos, Gender=Neut, Number=Sing weak lexicographic
musiktheoretischen Case=Dat, Degree=Pos, Gender=Neut, Number=Sing weak lexicographic
musiktheoretischen Case=Gen, Degree=Pos, Gender=Masc, Number=Sing weak lexicographic
musiktheoretischen Case=Gen, Degree=Pos, Gender=Neut, Number=Sing mixed lexicographic
musiktheoretischen Case=Dat, Degree=Pos, Gender=Fem, Number=Sing weak lexicographic
musiktheoretischen Case=Dat, Degree=Pos, Gender=Masc, Number=Sing mixed lexicographic
musiktheoretischen Case=Dat, Degree=Pos, Gender=Neut, Number=Sing mixed lexicographic
musiktheoretischen Case=Nom, Degree=Pos, Number=Plur weak lexicographic
sie sind musiktheoretisch Degree=Pos, Number=Plur predicative lexicographic
musiktheoretischem Case=Dat, Degree=Pos, Gender=Masc, Number=Sing strong lexicographic
musiktheoretischem Case=Dat, Degree=Pos, Gender=Neut, Number=Sing strong lexicographic
musiktheoretisches Case=Acc, Degree=Pos, Gender=Neut, Number=Sing mixed lexicographic
musiktheoretisches Case=Acc, Degree=Pos, Gender=Neut, Number=Sing strong lexicographic
musiktheoretisches Case=Nom, Degree=Pos, Gender=Neut, Number=Sing mixed lexicographic
musiktheoretisches Case=Nom, Degree=Pos, Gender=Neut, Number=Sing strong lexicographic
sie ist musiktheoretisch Degree=Pos, Gender=Fem, Number=Sing predicative lexicographic