<?xml version="1.0" encoding="UTF-8"?>
<quiz>
 <!-- categoryid: 769 -->
 <question type="category"><category><text>/</text></category></question>
 
 <!-- resourceid-resourcedataid: 6911-6308 -->
 <question type="ddmarker">
    <name>
      <text>Puncte</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Fixaţi în reprezentarea de mai jos punctele specificate</p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.2500000</penalty>
    <hidden>0</hidden>
    <correctfeedback format="html">
      <text><![CDATA[<p>Răspuns corect!</p>]]></text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text><![CDATA[<p>Răspuns parţial corect!</p>]]></text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text><![CDATA[<p>Răspuns greşit!</p>]]></text>
    </incorrectfeedback>
    <shownumcorrect></shownumcorrect>
        <file name="lecturi grafice6_600x400.png" encoding="base64">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</file>

    <drag>
      <no>1</no>
      <text>A(0,4)</text>

      <infinite></infinite>
      <noofdrags>1</noofdrags>
    </drag>
    <drag>
      <no>2</no>
      <text>B(-2,0)</text>

      <infinite></infinite>
      <noofdrags>2</noofdrags>
    </drag>
    <drag>
      <no>3</no>
      <text>C(2,0)</text>

      <infinite></infinite>
      <noofdrags>3</noofdrags>
    </drag>
    <drag>
      <no>4</no>
      <text>D(0,6)</text>

      <infinite></infinite>
      <noofdrags>4</noofdrags>
    </drag>
    <drag>
      <no>5</no>
      <text>crescătoare</text>

      <infinite></infinite>
      <noofdrags>5</noofdrags>
    </drag>
    <drag>
      <no>6</no>
      <text>descrescătoare</text>

      <infinite></infinite>
      <noofdrags>6</noofdrags>
    </drag>
    <drop>
      <no>1</no>
      <shape>circle</shape>
      <coords>220,210;30</coords>
      <choice>1</choice>
    </drop>
    <drop>
      <no>2</no>
      <shape>circle</shape>
      <coords>160,320;30</coords>
      <choice>2</choice>
    </drop>
    <drop>
      <no>3</no>
      <shape>circle</shape>
      <coords>280,320;30</coords>
      <choice>3</choice>
    </drop>
    <drop>
      <no>4</no>
      <shape>circle</shape>
      <coords>220,150;30</coords>
      <choice>4</choice>
    </drop>
    <drop>
      <no>5</no>
      <shape>rectangle</shape>
      <coords>80,110;110,40</coords>
      <choice>5</choice>
    </drop>
    <drop>
      <no>6</no>
      <shape>rectangle</shape>
      <coords>80,160;120,40</coords>
      <choice>6</choice>
    </drop>
  </question>
 </quiz>
