LIST I | LIST II |
---|---|
(A) Hyponymy | (III) Inclusion or classification |
(B) Complementarity | (I) Relation of oppositeness in pairs of lexical items |
(C) Polysemy | (II) Having several meanings |
(D) Antonymy | (IV) Relation of oppositeness in pairs |
Understanding the relationships between different lexical terms helps identify their meanings and categorization in language studies.
The correct match between the linguistic terms and their respective definitions is: - Hyponymy is associated with Relation of oppositeness in pairs (IV) - Complementarity refers to Having several meanings (II) - Polysemy is related to Inclusion or classification (III) - Antonymy refers to Relation of oppositeness in pairs of lexical items (I)
LIST I (Type of the Matrix) | LIST II (Property) | ||
---|---|---|---|
A. | Symmetric Matrix | I. aij = aji, for values of i and j | |
B. | Hermitian Matrix | II. aij = āji, for values of i and j | |
C. | Skew-Hermitian matrix | III. aij = -āji, for values of i and j | |
D. | Skew-Symmetric matrix | IV. aij = -aji, for values of i and j |