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<p style="text-align: justify;">- Κατανόηση των χρήσεων διάφορων τύπων γραφημάτων: γράφημα στήλης, ράβδων, γραμμής, πίτας</p>
<ul style="text-align: justify;">
<ul>
<li>Τα δεδομένα που είναι τοποθετημένα σε στήλες ή γραμμές σε ένα φύλλο εργασίας μπορούν να απεικονιστούν σε ένα γράφημα στήλης. Ένα γράφημα στήλης εμφανίζει συνήθως τις κατηγορίες κατά μήκος του οριζόντιου άξονα, και των τιμών κατά μήκος του κατακόρυφου άξονα</li>
<li>Τα γραφήματα γραμμής χρησιμοποιούνται συνήθως για την απεικόνιση των αλλαγών σε δεδομένα σε μια χρονική περίοδο. Αποτελούνται από έναν κατακόρυφο και ένα οριζόντιο άξονα με σημεία σχεδίασης που συνδέονται με γραμμές και υποδηλώνουν τις αλλαγές</li>
<li>Τα γραφήματα ράβδων είναι παρόμοια με τα γραφήματα στηλών αλλά με οριζόντιες μπάρες αντί για κάθετες</li>
<li>Τα γραφήματα πίτας είναι κυκλικά γραφήματα που χωρίζονται σε τμήματα και είναι κατάλληλα για την εμφάνιση δεδομένων ως ποσοστό επί του συνόλου</li>
</ul>
</ul>
<p style="text-align: justify;">- Δημιουργία διαφόρων τύπων γραφημάτων από τα δεδομένα ενός υπολογιστικού φύλλου: γραφήματα στήλης, ράβδων, γραμμής, πίτας</p>
<ul>
<ul>
<li>Επιλέξτε στο φύλλο εργασίας την περιοχή κελιών με τα δεδομένα</li>
<li>Στην καρτέλα Εισαγωγή, στην ομάδα Γραφήματα, κάντε κλικ στο επιθυμητό γράφημα</li>
<li>Επιλέξτε τύπο γραφήματος</li>
</ul>
</ul>
<p style="text-align: justify;"></p>
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" alt="" /></p>
</div>
</div>
</div>
</div>
<div class="xblock xblock-public_view xblock-public_view-vertical" data-init="VerticalStudentView" data-runtime-class="LmsRuntime" data-request-token="bfd5e9c6154f11ef881b0242c0a8281a" data-has-score="False" data-runtime-version="1" data-course-id="course-v1:ICON_WOMEN+ICW_BC+2021" data-graded="False" data-usage-id="block-v1:ICON_WOMEN+ICW_BC+2021+type@vertical+block@1985616f41a84268be8a031f26aa32b9" data-block-type="vertical">
<div class="vert-mod">
<div class="vert vert-0" data-id="block-v1:ICON_WOMEN+ICW_BC+2021+type@html+block@36e895a2a7b7482c8cb77691d4ecd210">
<div class="xblock xblock-public_view xblock-public_view-html xmodule_display xmodule_HtmlBlock" data-init="XBlockToXModuleShim" data-runtime-class="LmsRuntime" data-request-token="bfd5e9c6154f11ef881b0242c0a8281a" data-has-score="False" data-runtime-version="1" data-course-id="course-v1:ICON_WOMEN+ICW_BC+2021" data-graded="False" data-usage-id="block-v1:ICON_WOMEN+ICW_BC+2021+type@html+block@36e895a2a7b7482c8cb77691d4ecd210" data-block-type="html">
<script type="json/xblock-args" class="xblock-json-init-args">
{"xmodule-type": "HTMLModule"}
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<p>- Επιλογή ενός γραφήματος</p>
<ul>
<ul>
<li>Κάντε κλικ πάνω στο γράφημα</li>
</ul>
</ul>
<p>- Αλλαγή του τύπου γραφήματος</p>
<ul>
<ul>
<li>Επιλέξτε το γράφημα</li>
<li>Στην καρτέλα Σχεδίαση, στην ομάδα Τύπος, κάντε κλικ στο κουμπί Αλλαγή τύπου γραφήματος</li>
<li>Επιλέξτε από τη λίστα έναν τύπο γραφήματος</li>
<li>Κάντε κλικ στο OK</li>
</ul>
</ul>
<p>- Μετακίνηση γραφήματος</p>
<ul>
<ul>
<li>Επιλέξτε το γράφημα</li>
<li>Στην καρτέλα Σχεδίαση, στην ομάδα Θέση, κάντε κλικ στο κουμπί Μετακίνηση γραφήματος</li>
<li>Επιλέξτε τη νέα θέση</li>
<li>Κάντε κλικ στο OK</li>
</ul>
</ul>
<p>- Αλλαγή μεγέθους γραφήματος</p>
<ul>
<ul>
<li>Κάντε κλικ πάνω στο γράφημα</li>
<li>Σύρετε τις λαβές αλλαγής μεγέθους του γραφήματος στο επιθυμητό μέγεθος</li>
</ul>
</ul>
<p>- Διαγραφή γραφήματος</p>
<ul>
<ul>
<li>Κάντε κλικ πάνω στο γράφημα</li>
<li>Πατήστε το πλήκτρο Delete</li>
</ul>
</ul>
<p></p>
</div>
</div>
</div>
</div>
<div class="xblock xblock-public_view xblock-public_view-vertical" data-init="VerticalStudentView" data-runtime-class="LmsRuntime" data-request-token="bfd5e9c6154f11ef881b0242c0a8281a" data-has-score="False" data-runtime-version="1" data-course-id="course-v1:ICON_WOMEN+ICW_BC+2021" data-graded="False" data-usage-id="block-v1:ICON_WOMEN+ICW_BC+2021+type@vertical+block@b4a60f31412f459bbbbf3a8934fceada" data-block-type="vertical">
<div class="vert-mod">
<div class="vert vert-0" data-id="block-v1:ICON_WOMEN+ICW_BC+2021+type@html+block@8d269ced3d864eae9c922131ffaa61ca">
<div class="xblock xblock-public_view xblock-public_view-html xmodule_display xmodule_HtmlBlock" data-init="XBlockToXModuleShim" data-runtime-class="LmsRuntime" data-request-token="bfd5e9c6154f11ef881b0242c0a8281a" data-has-score="False" data-runtime-version="1" data-course-id="course-v1:ICON_WOMEN+ICW_BC+2021" data-graded="False" data-usage-id="block-v1:ICON_WOMEN+ICW_BC+2021+type@html+block@8d269ced3d864eae9c922131ffaa61ca" data-block-type="html">
<script type="json/xblock-args" class="xblock-json-init-args">
{"xmodule-type": "HTMLModule"}
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<p>- <strong>Προσθήκη τίτλου</strong> σε γράφημα</p>
<ul>
<ul>
<li>Επιλέξτε το γράφημα</li>
<li>Κάντε κλικ στα Στοιχεία γραφήματος (στο εικονίδιο που βρίσκεται δεξιά του γραφήματος) και στη συνέχεια επιλέξτε Τίτλος γραφήματος. Στο βελάκι δίπλα στο Τίτλος γραφήματος μπορείτε να ορίσετε το που θα εμφανίζεται στο γράφημα</li>
<li>Πληκτρολογήστε τον τίτλο στο πλαίσιο κειμένου που εμφανίζεται στο γράφημα</li>
</ul>
</ul>
<p>- <strong>Απαλοιφή τίτλου</strong> σε γράφημα</p>
<ul>
<ul>
<li>Επιλέξτε τον τίτλο του γραφήματος</li>
<li>Πατήστε το πλήκτρο Delete</li>
</ul>
</ul>
<p>- <strong>Επεξεργασία τίτλου</strong> σε γράφημα</p>
<ul>
<ul>
<li>Κάντε κλικ στον τίτλο του γραφήματος και επεξεργαστείτε τον όπως επιθυμείτε μέσω της καρτέλας Κεντρική. Μπορείτε να μεγαλώσετε ή να μικρύνετε το μέγεθος των γραμμάτων, να αλλάξετε τη γραμματοσειρά ή το χρώμα τους</li>
</ul>
</ul>
<p>-<strong>Προσθήκη υπομνήματος</strong> (legend) σε γράφημα</p>
<ul>
<ul>
<li>Επιλέξτε το γράφημα</li>
<li>Κάντε κλικ στα Στοιχεία γραφήματος (στο εικονίδιο που βρίσκεται δεξιά του γραφήματος) και στη συνέχεια επιλέξτε Υπόμνημα. Στο βελάκι δίπλα στο Υπόμνημα μπορείτε να ορίσετε το που θα εμφανίζεται στο γράφημα</li>
</ul>
</ul>
<p>-<strong>Απαλοιφή υπομνήματος</strong> (legend) σε γράφημα</p>
<ul>
<ul>
<li>Επιλέξτε το υπόμνημα του γραφήματος</li>
<li>Πατήστε το πλήκτρο Delete</li>
</ul>
</ul>
</div>
</div>
</div>
</div>
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<p>- <strong>Προσθήκη ετικετών</strong> δεδομένων σε γράφημα τιμές/αριθμοί, ποσοστά</p>
<ul>
<ul>
<li>Επιλέξτε το γράφημα</li>
<li>Κάντε κλικ στα Στοιχεία γραφήματος (στο εικονίδιο <span style="padding: 1px 4px; background: #eeeeee; color: #008080; font-weight: 1000; font-size: 18pt;">+</span> που βρίσκεται δεξιά του γραφήματος) και στη συνέχεια επιλέξτε Ετικέτες δεδομένων. Στο βελάκι δίπλα στις Ετικέτες δεδομένων μπορείτε να ορίσετε το που θα εμφανίζονται στο γράφημα</li>
</ul>
</ul>
<p>- <strong>Απαλοιφή ετικετών</strong> δεδομένων σε γράφημα τιμές/αριθμοί, ποσοστά</p>
<ul>
<ul>
<li>Επιλέξτε το γράφημα</li>
<li>Κάντε κλικ στα Στοιχεία γραφήματος (στο εικονίδιο <span style="padding: 1px 4px; background: #eeeeee; color: #008080; font-weight: 1000; font-size: 18pt;">+</span> που βρίσκεται δεξιά του γραφήματος) και στη συνέχεια αποεπιλέξτε την επιλογή Ετικέτες δεδομένων</li>
</ul>
</ul>
<p>- <strong>Αλλαγή</strong> του <strong>χρώματος</strong> του <strong>φόντου</strong> ενός γραφήματος, του χρώματος φόντου του υπομνήματος</p>
<ul>
<ul>
<li>Επιλέξτε είτε την περιοχή γραφήματος, είτε το υπόμνημα</li>
<li>Στην καρτέλα Μορφή, στην ομάδα Στυλ σχήματος, κάντε κλικ στο βέλος Γέμισμα σχήματος για να διαλέξετε χρώμα</li>
</ul>
</ul>
<p>- <strong>Αλλαγή</strong> του <strong>χρώματος</strong> των <strong>στηλών, ράβδων, γραμμών</strong>, τμημάτων <strong>πίτας</strong> ενός γραφήματος</p>
<ul>
<ul>
<li>Κάντε κλικ στη στήλη, στη ράβδο, στη γραμμή ή στο τμήμα πίτας που θέλετε να αλλάξετε χρώμα</li>
<li>Στην καρτέλα Μορφή, στην ομάδα Στυλ σχήματος, κάντε κλικ στο βέλος Γέμισμα σχήματος για να διαλέξετε χρώμα</li>
</ul>
</ul>
<p>- <strong>Αλλαγή</strong> <strong>μεγέθους</strong> και <strong>χρώματος</strong> <strong>γραμματοσειράς</strong> κειμένου του τίτλου, των αξόνων, του υπομνήματος ενός γραφήματος</p>
<p></p>
<ul>
<ul>
<li>Επιλέξτε τον τίτλο, τους άξονες ή το υπόμνημα που θέλετε να αλλάξετε χρώμα</li>
<li>Στην καρτέλα Κεντρική, στην ομάδα Γραμματοσειρά, κάντε κλικ στα κουμπιά Μέγεθος γραμματοσειράς ή Χρώμα γραμματοσειράς</li>
</ul>
</ul>
</div>
</div>
</div>
</div>