Άνεργος είναι αυτός που δεν εργάζεται, επειδή δεν μπορεί να βρει δουλειά.
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)
Από την άλλη, άεργος είναι αυτός που δεν εργάζεται, επειδή δε θέλει να βρει δουλειά.
άεργος < ελληνιστική κοινή ἄεργος < α- στερητικό + έργο
Για το e-didaskalia.blogspot.gr
Αποστόλης Ζυμβραγάκης
Φιλόλογος
Περισσότερα φιλολογικά θέματα εδώ.
- άνεργος < μεσαιωνική ελληνική ἄνεργος < σημασιολογικό δάνειο από γερμανική arbeitslos
Από την άλλη, άεργος είναι αυτός που δεν εργάζεται, επειδή δε θέλει να βρει δουλειά.
άεργος < ελληνιστική κοινή ἄεργος < α- στερητικό + έργο
Για το e-didaskalia.blogspot.gr
Αποστόλης Ζυμβραγάκης
Φιλόλογος
Περισσότερα φιλολογικά θέματα εδώ.