<?xml version="1.0" encoding="UTF-8"?>
<quiz>
<!-- question: 0  -->
  <question type="category">
    <category>
      <text>$system$/top/Default per Sistema</text>
    </category>
    <info format="moodle_auto_format">
      <text>La categoria default per le domande condivise nel contesto 'Sistema'.</text>
    </info>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
      <text>$system$/top/Default per Sistema/Statistica</text>
    </category>
    <info format="moodle_auto_format">
      <text></text>
    </info>
  </question>

<!-- question: 919  -->
  <question type="multichoice">
    <name>
      <text>calcolo della mediana</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>In una rilevazione a scuola, in una classe sono stati rilevati i seguenti pesi:</p><p></p><p>alunno
1     peso 44 Kg                                                     
            
</p>
<p>alunno
2     peso 54 Kg      
</p>
<p>alunno
3     peso 47 Kg                                                     
           
</p>
<p>alunno
4     peso 59 Kg      
</p>
<p>alunno
5     peso 42 Kg                                                     
           
</p>
<p>alunno
6     peso 50 Kg        
</p>
<p>alunno
7     peso 48 Kg                                                     
          
</p>
<p>alunno
8     peso 53 Kg      
</p>
<p>alunno
9     peso 50 Kg                                                     
           
</p>
<p>alunno
10   peso 49 Kg      
</p>
<p>alunno
11    peso 45 Kg      
</p>
<p>Il valore della mediana è:</p><br><p></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>49</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>50</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>48</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 922  -->
  <question type="multichoice">
    <name>
      <text>indici statistici</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>In una distribuzione di dati qualitativi, qual è l'unico indice statistico che posso calcolare?</p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>media</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>moda</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>mediana</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 897  -->
  <question type="multichoice">
    <name>
      <text>Valore medio</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Una scuola secondaria di primo grado ha&nbsp; 10 classi, con una media di 22 alunni per classe. In 6 classi ci sono 21 alunni, in 3 classi 24 alunni. Quanti alunni ci sono nella decima classe?</p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>21</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>22</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>20</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>23</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 930  -->
  <question type="shortanswer">
    <name>
      <text>calcolo di percentuali</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>In un istituto comprensivo sono stati registrati i seguenti iscritti:</p><p><br></p><p><br>
</p><table>
<caption style="caption-side: top"></caption>
<thead>
<tr>
<th scope="col">TIPO DI SCUOLA</th>
<th scope="col">TOTALE ALUNNI</th>
<th scope="col">ALUNNI ITALIOFONI</th>
<th scope="col">ALUNNI MADRELINGUA STRANIERA (L2)</th>
<th scope="col">% ALUNNI L2</th>
</tr>
</thead>
<tbody>
<tr>
<td>INFANZIA</td>
<td>100</td>
<td>79</td>
<td>21</td>
<td>79</td>
</tr>
<tr>
<td>PRIMARIA</td>
<td>200</td>
<td>144</td>
<td>54</td>
<td>27</td>
</tr>
<tr>
<td>SECONDARIA</td>
<td>200</td>
<td>152</td>
<td>50</td>
<td>25</td>
</tr>
<tr>
<td>TOTALE</td>
<td>500</td>
<td>375</td>
<td></td>
<td></td>
</tr>
</tbody>
</table>
<br>Trova la percentuale degli alunni L2, cioè di madrelingua straniera di tutto l'Istituto. Scrivi il risultato in percentuale.<p></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <usecase>0</usecase>
    <answer fraction="100" format="moodle_auto_format">
      <text>25%</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 931  -->
  <question type="shortanswer">
    <name>
      <text>indici statistici</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><b>In una classe è stata condotta una rilevazione sul numero di ore giornaliere passate da ciascuno davanti alla televisione. Si e' ottenuta la&nbsp; serie di dati:&nbsp;</b>&nbsp;<br></p><p></p><table border=""><tbody><tr><td width="36"><center>1</center></td><td width="36"><center>2</center></td><td width="36"><center>1</center></td><td width="36"><center>3</center></td><td width="36"><center>4</center></td><td width="36"><center>2</center></td><td width="36"><center>4</center></td><td width="36"><center>1</center></td><td width="36"><center>2</center></td><td width="36"><center>2</center></td><td width="36"><center>0</center></td><td width="36"><center>1</center></td><td width="36"><center>2</center></td><td width="36"><center>2</center></td><td width="36"><center>3</center></td><td width="36"><center>3</center></td><td width="36"><center>5</center></td><td width="36"><center>2</center></td></tr></tbody></table><br><p></p><p>Calcola il valore della media aritmetica (approssimata ai decimi).</p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <usecase>0</usecase>
    <answer fraction="100" format="moodle_auto_format">
      <text>2,2</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 928  -->
  <question type="shortanswer">
    <name>
      <text>Stima di percentuale</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Nel 2011 sono state registrate nel comune di Treviso 20 associazioni di volontariato e 20 associazioni culturali. Nella stessa città nel 2013 le associazioni di volontariato erano 18 e quelle culturali 24. Prova a stimare in percentuale di quanto sono diminuite dal 2011 al 2013 le associazioni di volontariato.&nbsp;</p><p><br></p><p><br></p><p><br></p><p><br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <usecase>0</usecase>
    <answer fraction="100" format="moodle_auto_format">
      <text>10%</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 929  -->
  <question type="shortanswer">
    <name>
      <text>Stima di percentuali</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Il territorio della Sardegna è circa 24.100 Km quadrati; invece il territorio del Molise è 4400 Km quadrati. Di quanto in percentuale il territorio del Molise è più piccolo rispetto a quello della Sardegna?</p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <usecase>0</usecase>
    <answer fraction="100" format="moodle_auto_format">
      <text>17%</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 934  -->
  <question type="shortanswer">
    <name>
      <text>stima di percentuali</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>La tabella indica la suddivisione per aree geografiche delle varie altimetrie</p><p><img src="@@PLUGINFILE@@/dati%20geografici%20istat.PNG" alt="" width="522" height="153" role="presentation" class="img-responsive atto_image_button_text-bottom"><br></p><p>Quanto occupa la pianura del Nord rispetto a tutto il territorio del Nord Italia? Prova a fare una stima e dai il risultato in percentuale.</p>]]></text>
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</file>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <usecase>0</usecase>
    <answer fraction="100" format="moodle_auto_format">
      <text>33%</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

</quiz>