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0px"><a class="expander" href="#" style="font-size: .9em"><i class="fa fa-fw fa-caret-right"></i></a><a href="../1258/individual-oral-structure-ideas.html">Individual Oral - Structure Ideas</a></label><ul class="side-nav level-1"><li class="expanded parent selected"><label style="padding-left: 14px"><i class="fa fa-fw"></i><a href="individual-oral-organising-the-10-minutes.html">Individual Oral - Organising the 10 minutes</a></label></li></ul></li><li class=""><label style="padding-left: 0px"><a class="expander" href="#" style="font-size: .9em"><i class="fa fa-fw fa-caret-right"></i></a><a href="../1760/individual-oral-student-samples.html">Individual Oral - Student Samples</a></label><ul class="side-nav level-1"><li class=""><label style="padding-left: 14px"><i class="fa fa-fw"></i><a href="../2518/individual-oral-more-student-samples.html">Individual Oral - More Student Samples</a></label></li></ul></li><li class=""><label style="padding-left: 0px"><i class="fa fa-fw"></i><a href="../2802/individual-oral-boiling-it-down.html">Individual Oral - Boiling it down</a></label></li><li class=""><label style="padding-left: 0px"><i class="fa fa-fw"></i><a href="../2803/individual-oral-to-mock-or-not-to-mock.html">Individual Oral - To mock, or not to mock?</a></label></li></ul></div> <div class="hidden-xs hidden-sm"> <button class="btn btn-default btn-block text-xs-center" data-toggle="modal" data-target="#modal-feedback" style="margin-bottom: 10px"><i class="fa fa-send"></i> Feedback</button> </div> </div> <div class="col-md-9" id="main-column"> <h1 class="page_title"> Individual Oral - Organising the 10 minutes <a href="#" class="mark-page-favorite pull-right" data-pid="2150" title="Mark as favorite" onclick="return false;"><i class="fa fa-star-o"></i></a> </h1> <ol class="breadcrumb"> <li><a href="../../../englishalanglit.html"><i class="fa fa-home"></i></a><i class="fa fa-fw fa-chevron-right divider"></i></li><li><a href="../702/individual-oral.html">Individual Oral</a><i class="fa fa-fw fa-chevron-right divider"></i></li><li><a href="../1258/individual-oral-structure-ideas.html">Individual Oral - Structure Ideas</a><i class="fa fa-fw fa-chevron-right divider"></i></li><li><span class="gray">Individual Oral - Organising the 10 minutes</span></li> <span class="pull-right" style="color: #555" title="Suggested study time: 45 minutes"><i class="fa fa-clock-o"></i> 45'</span> </ol> <article id="main-article"> <div class="intro-card img-right" readonly="false"><img class="intro-image" readonly="true" src="../../images/delete-me-after-this-session/confused-businessman-and-moody-vector-1999370-466x720-1.jpg"> <div class="content" readonly="true"> <p class="text">It is essential to plan the ten minutes of the individual oral very carefully, and then to practise enough that it is well-prepared but not too much that it sounds scripted or rehearsed. But how best to plan the ten minutes? Below you'll find crucial advice for how to ensure you meet the demands of the assessment.</p> </div> </div> <div class="militia"> <h3>Bodies of Work</h3> <p>The need to concentrate on the bodies of work and not just the extracts is discussed in <a href="../1146/individual-oral-bodies-of-work.html" title="Individual Oral - Bodies of Work">Individual Oral - Bodies of Work</a>. A body of work is the collection of texts (by the same author) from which your extract has been taken. So you cannot simply discuss one advertisement or cartoon, for example, without considering the whole body of work studied by that author - is your example typical or atypical of that author's style or thematic message?</p> <p>This is fairly easy to manage in novels or plays - in fact, keeping students talking about the extract and not the work as a whole was always the challenge in the old course when it was an Individual Oral Commentary. It is very natural to use the extract as a springboard to discuss the plot, characters and themes of the literary work as a whole. It is now more challenging with poetry, unless you have studied a particular poetry collection (<em>Mean Time</em>, by Carol Ann Duffy, 1993, for example). However, many of you will have been given a variety of poems by one author from different collections. For non-literary texts, though, it is essential that you consider the body of work and not just one text or extract in your Individual Oral.</p> </div> <div class="brown"> <h3>Individual Oral Structure & Organisation</h3> <p>Structural ideas have been provided in <a href="../1258/individual-oral-structure-ideas.html" title="Individual Oral - Structure Ideas">Individual Oral - Structure Ideas</a> and <a href="../1257/individual-oral-textual-commentary-or-global-issue.html" title="Individual Oral - Textual Commentary or Global Issue?">Individual Oral - Textual Commentary or Global Issue?</a>, not to mention all of the suggestions about producing written (and thus spoken) analysis in <a href="../1456/paper-1-structuring-a-guided-textual-analysis.html" title="Paper 1 - Structuring a Guided Textual Analysis">Paper 1 - Structuring a Guided Textual Analysis</a>, <a href="../1161/paper-2-analysis-and-evaluation.html" title="Paper 2 - Analysis and Evaluation">Paper 2 - Analysis and Evaluation</a> and <a href="../1348/paper-2-making-analytical-points.html" title="Paper 2 - Making Analytical Points">Paper 2 - Making Analytical Points</a>.</p> <p>However, given that the IB actually changed the Subject Guide nine months into the new course to ensure the prompt no longer referred to 'non-literary texts' and now said,</p> <button class="btn btn-xs bg-turquoise showhider"><i class="fa fa-fw fa-plus"></i></button><section class="hiddenbox hidden"> <div style="margin-left:.33in;">Examine the ways in which the global issue of your choice is presented through the content and form of one of the works and one of the <strong>bodies of work</strong> that you have studied.</div> </section> <p> it should not be a surprise that they are marking students down who only discuss the extract and do not give appropriate balance to the other texts in the body of work.</p> <p>With this in mind, here is a structural guide you can use to help you get the appropriate balance within the Individual Oral:</p> <button class="btn btn-xs bg-turquoise showhider"><i class="fa fa-fw fa-plus"></i></button><section class="hiddenbox hidden"> <p><img alt="" 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" style="height: 229px; width: 500px;"></p> </section> <p> </p> <p>What do you think of this structural guide?</p> <p>Practise using it, and then write an entry for your Learner Portfolio reflecting upon the relative merits of the structural guide. You can gain ideas on how to do this in <a href="../2056/the-learner-portfolio-reflections.html" title="The Learner Portfolio - Reflections">The Learner Portfolio - Reflections</a>. </p> </div> <p> </p> <div class="page-container panel-self-assessment" data-id="2150"> <div class="panel-heading">MY PROGRESS</div> <div class="panel-body understanding-rate"> <div class="msg"></div> <label class="label-lg">Self-assessment</label><p>How much of <strong>Individual Oral - Organising the 10 minutes</strong> have you understood?</p><div class="slider-container text-center"><div id="self-assessment-slider" class="sib-slider self-assessment " data-value="1" data-percentage=""></div></div> <label class="label-lg">My notes</label> <textarea name="page-notes" class="form-control" rows="3" placeholder="Write your notes here..."></textarea> </div> <div class="panel-footer text-xs-center"> <span id="last-edited" class="mb-xs-3"> </span> <div class="actions mt-xs-3"> <button id="save-my-progress" 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