Εισαγωγή
ΑΝΑΛΥΣΗ ΚΡΑΤΗΣΕΩΝ ΣΕ ΕΝΑ ΞΕΝΟΔΟΧΕΙΟ
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[/img]
Πώς μπορεί ο υπεύθυνος των κρατήσεων να παρουσιάσει τα πιο πάνω δεδομένα στον διευθυντή του ξενοδοχείου για να αποφασίσει που να επενδύσει περισσότερους πόρους για να αυξήσει τις κρατήσεις του;