<?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/Scienze Scuola Media</text>
    </category>
    <info format="moodle_auto_format">
      <text></text>
    </info>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
      <text>$system$/top/Default per Sistema/Scienze Scuola Media/Suono/Origine dei suoni</text>
    </category>
    <info format="html">
      <text></text>
    </info>
  </question>

<!-- question: 2286  -->
  <question type="multichoice">
    <name>
      <text>Origine dei suoni</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>I corpi che producono suoni si chiamano?</p><p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/3/35/Sick_Tamburo.jpg/1024px-Sick_Tamburo.jpg" alt="Gruppo musicale" class="img-responsive atto_image_button_middle" width="250" height="167"><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>
    <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>Sorgenti sonore<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Tamburi<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Depositi acustici<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Corpi rumorosi<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 2287  -->
  <question type="multichoice">
    <name>
      <text>Origine dei suoni 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Il suono proviene da....<br></p><p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/3/35/Sick_Tamburo.jpg/1024px-Sick_Tamburo.jpg" alt="Gruppo musicale" class="img-responsive atto_image_button_middle" width="250" height="167"><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>
    <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>Un corpo che vibra<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Un corpo che cade<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Particolari molecole<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Sostanze musicali<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 2288  -->
  <question type="multichoice">
    <name>
      <text>Origine dei suoni 3</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>La proprietà di produrre vibrazioni appartiene ...<br></p><p><img src="https://upload.wikimedia.org/wikipedia/commons/4/4d/Power_chord_con_fondamentale_sulla_3a_corda_chitarra_-_root_on_3rd_string_guitar.JPG" alt="corda chitarra" class="img-responsive atto_image_button_middle" width="320" height="240"><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>
    <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>ai corpi elastici<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>ai corpi vibratori<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>agli oggetti vibranti<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>ai vibratili<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 2289  -->
  <question type="multichoice">
    <name>
      <text>Trasmissione dei suoni</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Come fa il suono a raggiungere il nostro orecchio?<br></p><p><img src="https://upload.wikimedia.org/wikipedia/commons/4/4d/Power_chord_con_fondamentale_sulla_3a_corda_chitarra_-_root_on_3rd_string_guitar.JPG" alt="corda chitarra" class="img-responsive atto_image_button_middle" width="320" height="240"><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>
    <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>Il suono si trasmette sottoforma di onde di compressione attraverso l'aria<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Il suono si trasmette attraverso la modificazione chimica degli oggetti vicini alla sorgente sonora<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Il suono si trasmette attraverso variazioni del campo magnetico terrestre<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Il suono si trasmette attraverso una sostanza particolare chiamata suonolenza presente nell'atmosfera <br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 2285  -->
  <question type="multichoice">
    <name>
      <text>Vibrazioni</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Cosa sono le vibrazioni?</p><p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/c/cf/Le_Vibrazioni_in_concerto.jpg/768px-Le_Vibrazioni_in_concerto.jpg" alt="Vibrazioni in concerto" class="img-responsive atto_image_button_middle" width="200" height="267"><br></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>Movimenti rapidi di un corpo intorno alla posizione di equilibrio<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Movimenti lenti di un corpo intorno alla posizione di equilibrio<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Repentini cambiamenti di temperatura di un corpo<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Abbassamenti della temperatura corporea dovuti all'affaticamento<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
      <text>$system$/top/Default per Sistema/Scienze Scuola Media/Suono/Caratteristiche fisiche del suono</text>
    </category>
    <info format="html">
      <text></text>
    </info>
  </question>

<!-- question: 2306  -->
  <question type="matching">
    <name>
      <text>Velocità suono e materiali</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Metti in corrispondenza il mezzo e la velocità di propagazione del suono<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <shuffleanswers>true</shuffleanswers>
    <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/>
    <subquestion format="html">
      <text><![CDATA[<p>Velocità del suono nel ferro<br></p>]]></text>
      <answer>
        <text>6000 m/s</text>
      </answer>
    </subquestion>
    <subquestion format="html">
      <text><![CDATA[<p>Velocità del suono nell'aria<br></p>]]></text>
      <answer>
        <text>340 m/s</text>
      </answer>
    </subquestion>
    <subquestion format="html">
      <text><![CDATA[<p>Velocità del suono nell'acqua<br></p>]]></text>
      <answer>
        <text>1500 m/s</text>
      </answer>
    </subquestion>
  </question>

<!-- question: 2299  -->
  <question type="multichoice">
    <name>
      <text>Dove arriva il suono</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Allontanandosi dalla sorgente sonora il suono</p><p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/1/1a/STASES%2C_Maotik%2C_2015_%2823429001254%29.jpg/1024px-STASES%2C_Maotik%2C_2015_%2823429001254%29.jpg" alt="onde sonore" class="img-responsive atto_image_button_text-bottom" width="300" height="225"><br></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>subisce l'attenuazione e si smorza<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>rimane sempre lo stesso a distanze molto diverse<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>viaggia all'infinito nello spazio<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>subisce il fenomeno dell'attenuazione e diventa molto più forte<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 2290  -->
  <question type="multichoice">
    <name>
      <text>Suono cosa è</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Cosa è il suono?</p><p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/f/f9/Casa_del_suono.jpg/576px-Casa_del_suono.jpg" alt="suono" class="img-responsive atto_image_button_text-bottom" width="250" height="444"><br></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>Il suono è un insieme di onde di compressione e rarefazione del mezzo in cui si trasmette<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Il suono è un insieme di onde di riscaldamento e raffreddamento del mezzo in cui si trasmette<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Il suono è un insieme di onde magnetiche del mezzo in cui si trasmette<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Il suono è una sostanza invisible che si sposta nel mezzo in cui si trasmette<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 2291  -->
  <question type="truefalse">
    <name>
      <text>Propagazione del suono</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Il suono si propaga anche nei liquidi</p><p><img src="https://upload.wikimedia.org/wikipedia/commons/9/97/Underwater_Penguin_Edinburgh_Zoo_2004_SMC.jpg" alt="sottacqua" class="img-responsive atto_image_button_text-bottom" width="299" height="235"><br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>1.0000000</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <answer fraction="100" format="moodle_auto_format">
      <text>true</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>false</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 2292  -->
  <question type="truefalse">
    <name>
      <text>Propagazione del suono 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Il suono si propaga anche nell'acqua</p><p><img src="https://upload.wikimedia.org/wikipedia/commons/9/97/Underwater_Penguin_Edinburgh_Zoo_2004_SMC.jpg" alt="sottacqua" class="img-responsive atto_image_button_text-bottom" width="299" height="235"><br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>1.0000000</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <answer fraction="100" format="moodle_auto_format">
      <text>true</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>false</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 2293  -->
  <question type="truefalse">
    <name>
      <text>Propagazione del suono 3</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Il suono non si propaga&nbsp; nell'acqua</p><p><img src="https://upload.wikimedia.org/wikipedia/commons/9/97/Underwater_Penguin_Edinburgh_Zoo_2004_SMC.jpg" alt="sottacqua" class="img-responsive atto_image_button_text-bottom" width="299" height="235"><br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>1.0000000</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <answer fraction="0" format="moodle_auto_format">
      <text>true</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>false</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 2294  -->
  <question type="truefalse">
    <name>
      <text>Propagazione del suono 4</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Il suono non si propaga&nbsp; nei liquidi<br></p><p><img src="https://upload.wikimedia.org/wikipedia/commons/9/97/Underwater_Penguin_Edinburgh_Zoo_2004_SMC.jpg" alt="sottacqua" class="img-responsive atto_image_button_text-bottom" width="299" height="235"><br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>1.0000000</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <answer fraction="0" format="moodle_auto_format">
      <text>true</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>false</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 2295  -->
  <question type="truefalse">
    <name>
      <text>Propagazione del suono 5</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Il suono non si propaga nei solidi<br></p><p><br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>1.0000000</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <answer fraction="0" format="moodle_auto_format">
      <text>true</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>false</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 2296  -->
  <question type="truefalse">
    <name>
      <text>Propagazione del suono 6</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Il suono si propaga nei solidi<br></p><p><br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>1.0000000</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <answer fraction="100" format="moodle_auto_format">
      <text>true</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>false</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 2300  -->
  <question type="truefalse">
    <name>
      <text>Propagazione del suono 7</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Il suono si propaga anche nel vuoto<br></p><p><br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>1.0000000</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <answer fraction="0" format="moodle_auto_format">
      <text>true</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>false</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 2301  -->
  <question type="truefalse">
    <name>
      <text>Propagazione del suono 8</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Il suono non si propaga nel vuoto<br></p><p><br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>1.0000000</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <answer fraction="100" format="moodle_auto_format">
      <text>true</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>false</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 2297  -->
  <question type="truefalse">
    <name>
      <text>Velocità suono</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Le velocità del suono dipende dal mezzo in cui si propaga.<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>1.0000000</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <answer fraction="100" format="moodle_auto_format">
      <text>true</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>false</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 2298  -->
  <question type="truefalse">
    <name>
      <text>Velocità suono 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Le velocità del suono è sempre la stessa non dipende dal mezzo in cui si propaga.<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>1.0000000</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <answer fraction="0" format="moodle_auto_format">
      <text>true</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>false</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 2302  -->
  <question type="truefalse">
    <name>
      <text>Velocità suono 3</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Le velocità del suono nei metalli è più alta che nell'aria <br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>1.0000000</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <answer fraction="100" format="moodle_auto_format">
      <text>true</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>false</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 2303  -->
  <question type="truefalse">
    <name>
      <text>Velocità suono 4</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Il suono è più veloce nell'aria che nei metalli<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>1.0000000</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <answer fraction="0" format="moodle_auto_format">
      <text>true</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>false</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 2304  -->
  <question type="truefalse">
    <name>
      <text>Velocità suono 5</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Il suono è più veloce nell'acqua che nei metalli<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>1.0000000</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <answer fraction="0" format="moodle_auto_format">
      <text>true</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>false</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 2305  -->
  <question type="truefalse">
    <name>
      <text>Velocità suono 6</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Il suono è più veloce nell'acqua che nell'aria<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>1.0000000</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <answer fraction="100" format="moodle_auto_format">
      <text>true</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>false</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
      <text>$system$/top/Default per Sistema/Scienze Scuola Media/Suono/Fenomeni acustici</text>
    </category>
    <info format="html">
      <text></text>
    </info>
  </question>

<!-- question: 2338  -->
  <question type="multichoice">
    <name>
      <text>Eco</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Quale fenomeno fisico che riguarda le onde sonore provoca l'eco?</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>
    <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>la riflessione<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>la diffusione<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>la transustanziazione<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>il rimbombo<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 2339  -->
  <question type="multichoice">
    <name>
      <text>Eco 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Perchè l'ostacolo, che riflettendo le onde sonore provoca l'eco, deve essere almeno a 17 metri di distanza?<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>
    <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>Poiché così l'eco ritarda di un decimo di secondo rendendosi udibile<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Poichè 17 metri vengono percorsi in un secondo dalle onde sonore<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Entro i 17 metri il suono non è un'onda e quindi non può subire la riflessione<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[Non è un limite vero, la domanda è sbagliata<br>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 2340  -->
  <question type="multichoice">
    <name>
      <text>Udibilità</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Quale è il campo di udibilità degli esseri umani?<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>
    <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>Da 16 Hz a 20.000 Hz<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Da 1 Hz a 100 Hz<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Da 10.000 Hz a 20.000 Hz<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[Sotto i 1000 Hz<br>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
      <text>$system$/top/Default per Sistema/Scienze Scuola Media/Suono/Onda sonora</text>
    </category>
    <info format="html">
      <text></text>
    </info>
  </question>

<!-- question: 2309  -->
  <question type="ddimageortext">
    <name>
      <text>Caratteristiche dell'onda 3</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Posiziona le etichette di confronto acuto o basso sull'onda sonora corretta<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <shuffleanswers/>
    <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/>
        <file name="OndeAcutoBasso.png" 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</file>

    <drag>
      <no>1</no>
      <text>Suono più acuto</text>

      <draggroup>1</draggroup>
    </drag>
    <drag>
      <no>2</no>
      <text>Suono più basso</text>

      <draggroup>1</draggroup>
    </drag>
    <drop>
      <text>Suono più acuto</text>
      <no>1</no>
      <choice>1</choice>
      <xleft>195</xleft>
      <ytop>84</ytop>
    </drop>
    <drop>
      <text>Suono più basso</text>
      <no>2</no>
      <choice>2</choice>
      <xleft>200</xleft>
      <ytop>210</ytop>
    </drop>
  </question>

<!-- question: 2331  -->
  <question type="ddimageortext">
    <name>
      <text>Caratteristiche dell'onda 5</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Posiziona le etichette di confronto del volume sull'onda sonora corretta<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <shuffleanswers/>
    <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/>
        <file name="OndeVolumeAltoBassoStessaFrequenza_561x400.png" 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</file>

    <drag>
      <no>1</no>
      <text>Volume più alto</text>

      <draggroup>1</draggroup>
    </drag>
    <drag>
      <no>2</no>
      <text>Volume più basso</text>

      <draggroup>1</draggroup>
    </drag>
    <drop>
      <text>Volume più alto</text>
      <no>1</no>
      <choice>1</choice>
      <xleft>209</xleft>
      <ytop>235</ytop>
    </drop>
    <drop>
      <text>Volume più basso</text>
      <no>2</no>
      <choice>2</choice>
      <xleft>190</xleft>
      <ytop>70</ytop>
    </drop>
  </question>

<!-- question: 211768  -->
  <question type="multichoice">
    <name>
      <text>Rumore dannoso</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/e/e6/Echelle_des_d%C3%A9cibels.jpg/1024px-Echelle_des_d%C3%A9cibels.jpg" alt="decibel" class="img-responsive atto_image_button_text-bottom" width="600" height="227"><br></p><p>Quale è la soglia di sopportazione per l'orecchio umano? Quanti decibel può sopportare senza rompersi il timpano? <br></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>140 dB<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>100 dB<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>170 dB<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 211769  -->
  <question type="multichoice">
    <name>
      <text>Timbro</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/6/61/TimbroOnde.png" alt="timbro onde" class="img-responsive atto_image_button_text-bottom" width="500" height="213"></p><p>In figura sono due suoni con differenti timbri. In che rapporto sono le loro lunghezze d'onda?<br></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>Sono uguali<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Quella del suono (onda verde) è doppia di quella del suono (onda rossa)<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Quella del suono (onda rossa) è doppia di quella del suono (onda verde)<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 211770  -->
  <question type="multichoice">
    <name>
      <text>Timbro 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/6/61/TimbroOnde.png" alt="timbro onde" class="img-responsive atto_image_button_text-bottom" width="500" height="213"><br></p><p>In figura sono due suoni con differenti timbri. Sono la stessa nota?<br></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>Si perchè hanno la stessa frequenza<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>No perchè non hanno lo stesso timbro<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>No perchè sono di volumi diversi<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

</quiz>