Πως αναθέτω δραστηριότητες στους καθηγητές
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Created by: Angelos Soulidis
Modified on: Fri, 22 Feb, 2019 at 8:46 PM
Η ανέθεση δραστηριοτήτων στους καθηγητές γίνεται ουσιαστικά μέσα από την ίδια δραστηριότητα.
Ανοίγουμε τη λίστα δραστηριοτήτων, βρίσκουμε τη δραστηριότητα που θέλουμε και ανοίγουμε τη καρτέλα της με διπλό κλικ. Στο πρώτο tab που ανοίγει (Στοιχεία), βλέπουμε πως μπορούμε να επιλέξουμε Καθηγητή.
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)
Επιλέγουμε τον καθηγητή που θέλουμε και αποθηκεύουμε.
Angelos is the author of this solution article.
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