<div class="xblock xblock-public_view xblock-public_view-vertical" data-init="VerticalStudentView" data-runtime-class="LmsRuntime" data-request-token="0b93599e156811ef881b0242c0a8281a" data-has-score="False" data-runtime-version="1" data-course-id="course-v1:ICON_WOMEN+ICW_BE_EN+2021" data-graded="False" data-usage-id="block-v1:ICON_WOMEN+ICW_BE_EN+2021+type@vertical+block@b2a2c9c81af641cda2b041d588146ff4" data-block-type="vertical">
<div class="vert-mod">
<div class="vert vert-0" data-id="block-v1:ICON_WOMEN+ICW_BE_EN+2021+type@html+block@a4d68502c8bf4aeda189d672bcc399f5">
<div class="xblock xblock-public_view xblock-public_view-html xmodule_display xmodule_HtmlBlock" data-init="XBlockToXModuleShim" data-runtime-class="LmsRuntime" data-request-token="0b93599e156811ef881b0242c0a8281a" data-has-score="False" data-runtime-version="1" data-course-id="course-v1:ICON_WOMEN+ICW_BE_EN+2021" data-graded="False" data-usage-id="block-v1:ICON_WOMEN+ICW_BE_EN+2021+type@html+block@a4d68502c8bf4aeda189d672bcc399f5" data-block-type="html">
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<p>- <strong>Input data</strong> to create built-in charts in a presentation: column, bar, line, pie</p>
<ul>
<ul>
<ul>
<ul>
<li>On the Insert tab, in the Illustrations group, click the Chart button</li>
<li>Click a chart and click OK</li>
<li>Click into the individual cells in the spreadsheet that opens to enter data</li>
<li>Close the spreadsheet</li>
</ul>
</ul>
</ul>
</ul>
<p><strong>- Select a chart</strong></p>
<ul>
<ul>
<ul>
<ul>
<li>Click the chart</li>
</ul>
</ul>
</ul>
</ul>
<p>- <strong>Change the chart type</strong></p>
<ul>
<ul>
<ul>
<ul>
<li>Select the chart</li>
<li>On the Design tab, in the Type group, click the Change Chart Type button</li>
<li>Click a chart type</li>
<li>Click OK</li>
</ul>
</ul>
</ul>
</ul>
<p></p>
</div>
</div>
</div>
</div>
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<div class="vert-mod">
<div class="vert vert-0" data-id="block-v1:ICON_WOMEN+ICW_BE_EN+2021+type@html+block@346b3efdcc4d46029798c58cae671de6">
<div class="xblock xblock-public_view xblock-public_view-html xmodule_display xmodule_HtmlBlock" data-init="XBlockToXModuleShim" data-runtime-class="LmsRuntime" data-request-token="0b93599e156811ef881b0242c0a8281a" data-has-score="False" data-runtime-version="1" data-course-id="course-v1:ICON_WOMEN+ICW_BE_EN+2021" data-graded="False" data-usage-id="block-v1:ICON_WOMEN+ICW_BE_EN+2021+type@html+block@346b3efdcc4d46029798c58cae671de6" data-block-type="html">
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<p><strong>- Add a chart title</strong></p>
<ul>
<ul>
<ul>
<ul>
<li>Select the chart</li>
<li>On the Design tab, in the Chart Layouts group, click the Add Chart Element button</li>
<li>Select Chart Title, then click Above Chart or Centered Overlay</li>
<li>Enter the title in the text box that opens on the chart</li>
</ul>
</ul>
</ul>
</ul>
<p><strong>- Edit a chart title</strong></p>
<ul>
<ul>
<ul>
<ul>
<li>Select the chart title and edit text as required</li>
<li>Remove a chart title</li>
</ul>
</ul>
</ul>
</ul>
<p><strong>- Select the chart title</strong></p>
<ul>
<ul>
<ul>
<ul>
<li>Press the Delete key</li>
</ul>
</ul>
</ul>
</ul>
</div>
</div>
</div>
</div>
<div class="xblock xblock-public_view xblock-public_view-vertical" data-init="VerticalStudentView" data-runtime-class="LmsRuntime" data-request-token="0b93599e156811ef881b0242c0a8281a" data-has-score="False" data-runtime-version="1" data-course-id="course-v1:ICON_WOMEN+ICW_BE_EN+2021" data-graded="False" data-usage-id="block-v1:ICON_WOMEN+ICW_BE_EN+2021+type@vertical+block@d05c1c358628442195904d760e225685" data-block-type="vertical">
<div class="vert-mod">
<div class="vert vert-0" data-id="block-v1:ICON_WOMEN+ICW_BE_EN+2021+type@html+block@407e7d8cbd3144d4a15d10251eed1d9c">
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<p>- <strong>Add data labels to a chart</strong>: values/numbers, percentages</p>
<ul>
<ul>
<ul>
<ul>
<li>Select the chart</li>
<li>On the Design tab, in the Chart Layouts group, click the Add Chart Element button</li>
<li>Select Data Labels, then click a label position, or More Data Label Options</li>
</ul>
</ul>
</ul>
</ul>
<p>- <strong>Change the background colour</strong> <strong>of a chart</strong></p>
<ul>
<ul>
<ul>
<ul>
<li>Select the chart background</li>
<li>On the Format tab, in the Shape Styles group, click the Shape Fill arrow</li>
<li>Click a colour</li>
</ul>
</ul>
</ul>
</ul>
<p>- <strong>Change</strong> the column, bar, line, pie slice <strong>colours in a chart</strong></p>
<ul>
<ul>
<ul>
<ul>
<li>Select the column, bar, line or pie slice of the chart to change</li>
<li>On the Format tab, in the Shape Styles group, click the Shape Fill arrow</li>
<li>Click a colour</li>
</ul>
</ul>
</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="0b93599e156811ef881b0242c0a8281a" data-has-score="False" data-runtime-version="1" data-course-id="course-v1:ICON_WOMEN+ICW_BE_EN+2021" data-graded="False" data-usage-id="block-v1:ICON_WOMEN+ICW_BE_EN+2021+type@vertical+block@9bb250ed354f4ca29017841e7a5beeb6" data-block-type="vertical">
<div class="vert-mod">
<div class="vert vert-0" data-id="block-v1:ICON_WOMEN+ICW_BE_EN+2021+type@html+block@b7ca35b83a9941449fcb11060d4d60db">
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<p style="text-align: justify;">- Create an organisation chart with a labelled hierarchy using a built-in organisation chart feature <img style="float: right; padding: 5px;" 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" alt="" /></p>
<ul>
<ul>
<ul>
<ul>
<li>On the Insert tab, in the Illustrations group, click the SmartArt button</li>
<li>Click Hierarchy, then click the Organization Chart button</li>
<li>Click OK</li>
</ul>
</ul>
</ul>
</ul>
<p style="text-align: justify;">- Change the hierarchal structure of an organisation chart</p>
<ul>
<ul>
<ul>
<ul>
<li>Select the shape to change</li>
<li>On the Design tab, in the Create Graphic group, click the Demote, Promote or Right to Left button</li>
</ul>
</ul>
</ul>
</ul>
<p style="text-align: justify;"></p>
</div>
</div>
</div>
</div>
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<p>- <strong>Add co-workers, subordinates in an organisation chart</strong></p>
<ul>
<ul>
<ul>
<ul>
<li>Select the shape to add the co-worker or subordinate to</li>
<li>On the Design tab, in the Create Graphic group, click the Add Shape button</li>
<li>Click Add Shape Below or Add Shape After as required</li>
</ul>
</ul>
</ul>
</ul>
<p>- <strong>Remove co-workers, subordinates in an organisation chart</strong></p>
<ul>
<ul>
<ul>
<ul>
<li>Click the outside of the co-worker or subordinate shape</li>
<li>Press the Delete key</li>
</ul>
</ul>
</ul>
</ul>
<p></p>
</div>
</div>
</div>
</div>