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<p style="text-align: justify;">- <strong>Αλλαγή περιθωρίων</strong> σελίδας ενός φύλλου εργασίας <img style="float: right; padding: 4px; width: 320px;" 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alt="" /></p>
<ul style="text-align: justify;">
<ul>
<li>Στην καρτέλα Διάταξη σελίδας, στην ομάδα Διαμόρφωση σελίδας, κάντε κλικ στο κουμπί Περιθώρια</li>
</ul>
</ul>
<ul style="text-align: justify;">
<ul>
<li>Κάντε κλικ στο Προσαρμοσμένα περιθώρια</li>
<li>Στην καρτέλα Περιθώρια, εισάγετε επάνω, κάτω, δεξί, αριστερό περιθώριο</li>
<li>Κάντε κλικ στο OK</li>
</ul>
</ul>
<p style="text-align: justify;"><code> <br /><br /></code></p>
<p style="text-align: justify;">- <strong>Αλλαγή του προσανατολισμού</strong> <strong>σελίδας</strong> ενός φύλλου εργασίας: οριζόντιος, κατακόρυφος</p>
<ul style="text-align: justify;">
<ul>
<li>Στην καρτέλα Διάταξη σελίδας, στην ομάδα Διαμόρφωση σελίδας, κάντε κλικ στο κουμπί Προσανατολισμός</li>
<li>Κάντε κλικ στο Οριζόντιος ή στον Κατακόρυφος</li>
</ul>
</ul>
<p style="text-align: justify;">- <strong>Αλλαγή</strong> του <strong>μεγέθους</strong> του <strong>χαρτιού</strong></p>
<ul style="text-align: justify;">
<ul>
<li>Στην καρτέλα Διάταξη σελίδας, στην ομάδα Διαμόρφωση σελίδας, κάντε κλικ στο κουμπί Μέγεθος</li>
<li>Διαλέξτε ένα μέγεθος χαρτιού</li>
</ul>
</ul>
<p style="text-align: justify;">- <strong>Προσαρμογή</strong> των <strong>ρυθμίσεων σελίδας</strong> ώστε το περιεχόμενο ενός φύλλου εργασίας να χωράει σε μία σελίδα ή σε συγκεκριμένο αριθμό σελίδων</p>
<ul style="text-align: justify;">
<ul>
<li>Στην καρτέλα Διάταξη σελίδας, στην ομάδα Προσαρμογή στο μέγεθος, ορίστε ύψος, πλάτος και κλίμακα του φύλλου εργασίας για να ορίσετε το χώρο που θα καταλαμβάνει το επιλεγμένο φύλλο εργασίας</li>
</ul>
</ul>
<p style="text-align: justify;"></p>
</div>
</div>
</div>
</div>
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<p>- <strong>Προσθήκη κειμένου κεφαλίδας</strong> <strong>και υποσέλιδου</strong> σε ένα φύλλο εργασίας <img style="float: right; padding: 5px;" src="data:image/png;base64,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" alt="" /></p>
<ul>
<ul>
<li>Στην καρτέλα Εισαγωγή, στην ομάδα Κείμενο, κάντε κλικ στο κουμπί Κεφαλίδες & υποσέλιδα</li>
<li>Εξ’ ορισμού ανοίγει η κεφαλίδα. Για να μεταφερθείτε στο υποσέλιδο στην καρτέλα Σχεδίαση στην ομάδα Περιήγηση κάντε κλικ στο Μετάβαση σε Υποσέλιδο</li>
<li>Πληκτρολογήστε το κείμενο που επιθυμείτε στις κεφαλίδες και στα υποσέλιδα</li>
</ul>
</ul>
<p>- <strong>Τροποποίηση, διαγραφή κειμένου κεφαλίδας και υποσέλιδου</strong> ενός φύλλου εργασίας</p>
<ul>
<ul>
<li>Στην καρτέλα Εισαγωγή, στην ομάδα Κείμενο, κάντε κλικ στο κουμπί Κεφαλίδες & υποσέλιδα</li>
<li>Επεξεργαστείτε και διαγράψτε το κείμενο</li>
</ul>
</ul>
<p>- <strong>Εισαγωγή πεδίων</strong> στην <strong>Κεφαλίδα/Υποσέλιδο</strong> ενός φύλλου εργασίας: <strong>αρίθμηση σελίδας, ημερομηνία, ώρα, όνομα αρχείου, όνομα φύλλου εργασίας</strong></p>
<ul>
<ul>
<li>Στην καρτέλα Εισαγωγή, στην ομάδα Κείμενο, κάντε κλικ στο κουμπί Κεφαλίδες & υποσέλιδα</li>
<li>Στην καρτέλα Σχεδίαση, στην ομάδα Στοιχεία κεφαλίδας & υποσέλιδου, χρησιμοποιήστε τα διαθέσιμα κουμπιά για να προσθέσετε τα πεδία που επιθυμείτε</li>
</ul>
</ul>
<p>- <strong>Διαγραφή πεδίων</strong> στην <strong>Κεφαλίδα/Υποσέλιδο</strong> ενός φύλλου εργασίας: <strong>αρίθμηση σελίδας, ημερομηνία, ώρα, όνομα αρχείου, όνομα φύλλου εργασίας</strong></p>
<ul>
<ul>
<li>Στην καρτέλα Εισαγωγή, στην ομάδα Κείμενο, κάντε κλικ στο κουμπί Κεφαλίδες & υποσέλιδα</li>
<li>Διαγράψτε τα πεδία που επιθυμείτε</li>
</ul>
</ul>
<p></p>
</div>
</div>
</div>
</div>
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<p>- <strong>Έλεγχος και διόρθωση υπολογισμών</strong> του υπολογιστικού φύλλου</p>
<ul>
<ul>
<li>Στην καρτέλα Τύποι, στην ομάδα Έλεγχος τύπου, κάντε κλικ στο κουμπί Έλεγχος σφαλμάτων</li>
<li>Όταν βρεθεί ένας λανθασμένος τύπος, κάντε κλικ στην επιλογή Ενημέρωση τύπου… ή Παράβλεψη σφάλματος</li>
</ul>
</ul>
<p>- <strong>Έλεγχος και διόρθωση κειμένου</strong> του υπολογιστικού φύλλου</p>
<ul>
<ul>
<li>Στην καρτέλα Αναθεώρηση, στην ομάδα Γλωσσικός έλεγχος, κάντε κλικ στο κουμπί Ορθογραφικός έλεγχος</li>
<li>Όταν βρεθεί ένα ορθογραφικό λάθος, επιλέξτε την σωστή λέξη από λίστα με τις προτάσεις και κάντε κλικ στο κουμπί Αλλαγή</li>
<li>Όταν βρεθεί μια επαναλαμβανόμενη λέξη, κάντε κλικ στη Διαγραφή</li>
</ul>
</ul>
<p>- <strong>Εμφάνιση, απόκρυψη των γραμμών πλέγματος</strong> για τις ανάγκες εκτύπωσης του φύλλου εργασίας</p>
<ul>
<ul>
<li>Στην καρτέλα Διάταξη σελίδας, στην ομάδα Επιλογές φύλλου, κάντε κλικ στην Εκτύπωση της ομάδας Γραμμές πλέγματος</li>
</ul>
</ul>
<p>- <strong>Εμφάνιση, απόκρυψη των επικεφαλίδων στηλών και γραμμών</strong> για τις ανάγκες εκτύπωσης του φύλλου εργασίας</p>
<ul>
<ul>
<li>Στην καρτέλα Διάταξη σελίδας, στην ομάδα Επιλογές φύλλου, κάντε κλικ στην Εκτύπωση της ομάδας Επικεφαλίδες</li>
</ul>
</ul>
<p>- <strong>Εφαρμογή αυτόματης εκτύπωσης της γραμμής τίτλου</strong> σε κάθε σελίδα ενός εκτυπωμένου φύλλου εργασίας</p>
<ul>
<ul>
<li>Στην καρτέλα Διάταξη σελίδας, στην ομάδα Διαμόρφωση σελίδας, κάντε κλικ στο κουμπί Εκτύπωση τίτλων <img style="float: right; padding: 4px;" 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" alt="" /></li>
<li>Κάντε κλικ στο πλαίσιο Επανάληψη γραμμών στην κορυφή και εισάγετε τις αναφορές των γραμμών</li>
<li>Κάντε κλικ στο OK</li>
</ul>
</ul>
<p></p>
</div>
</div>
</div>
</div>
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<p>- <strong>Προεπισκόπηση</strong> ενός φύλλου εργασίας</p>
<ul>
<ul>
<li>Κάντε κλικ στην καρτέλα Αρχείο</li>
<li>Κάντε κλικ στο Εκτύπωση. Στα δεξιά του παραθύρου εμφανίζεται η προεπισκόπηση του φύλλου εργασίας</li>
</ul>
</ul>
<p>- <strong>Εκτύπωση</strong> μιας <strong>επιλεγμένης περιοχής</strong> κελιών ενός φύλλου εργασίας</p>
<ul>
<ul>
<li>Επιλέξτε την περιοχή κελιών</li>
<li>Κάντε κλικ στην καρτέλα Αρχείο</li>
<li>Επιλέξτε Εκτύπωση</li>
<li>Κάντε κλικ στο βέλος της λίστας που βρίσκεται κάτω από το Ρυθμίσεις</li>
<li>Επιλέξτε Εκτύπωση επιλογής</li>
<li>Κάντε κλικ στο κουμπί Εκτύπωση που βρίσκεται στο πάνω μέρος του παραθύρου</li>
</ul>
</ul>
<p>- <strong>Εκτύπωση</strong> <strong>ολόκληρου</strong> του <strong>φύλλου</strong> εργασίας, ολόκληρου του υπολογιστικού φύλλου</p>
<ul>
<ul>
<li>Κάντε κλικ στην καρτέλα Αρχείο</li>
<li>Επιλέξτε Εκτύπωση</li>
<li>Κάντε κλικ στο βέλος της λίστας που βρίσκεται κάτω από το Ρυθμίσεις</li>
<li>Για να εκτυπώσετε ολόκληρο το φύλλο εργασίας επιλέξτε Εκτύπωση ενεργών φύλλων</li>
<li>Για να εκτυπώσετε ολόκληρο το βιβλίο εργασίας επιλέξτε Εκτύπωση ολόκληρου του βιβλίου εργασίας</li>
<li>Κάντε κλικ στο κουμπί Εκτύπωση που βρίσκεται στο πάνω μέρος του παραθύρου</li>
</ul>
</ul>
<p>- <strong>Εκτύπωση</strong> <strong>πλήθους</strong> <strong>αντιτύπων</strong> ενός φύλλου εργασίας</p>
<ul>
<ul>
<li>Κάντε κλικ στην καρτέλα Αρχείο</li>
<li>Επιλέξτε Εκτύπωση</li>
<li>Στο πάνω μέρος του παραθύρου στην περιοχή Εκτύπωση, εισάγετε το πλήθος των σελίδων που θέλετε να εκτυπώσετε στο πλαίσιο Αντίτυπα</li>
<li>Κάντε κλικ στο κουμπί Εκτύπωση που βρίσκεται στο πάνω μέρος του παραθύρου</li>
</ul>
</ul>
<p>- <strong>Εκτύπωση</strong> <strong>επιλεγμένου</strong> <strong>γραφήματος</strong></p>
<ul>
<ul>
<li>Επιλέξτε το γράφημα</li>
<li>Κάντε κλικ στην καρτέλα Αρχείο</li>
<li>Επιλέξτε Εκτύπωση</li>
<li>Κάντε κλικ στο κουμπί Εκτύπωση που βρίσκεται στο πάνω μέρος του παραθύρου</li>
</ul>
</ul>
<p></p>
</div>
</div>
</div>
</div>