<?xml version="1.0" encoding="UTF-8"?>
<quiz>
 <!-- categoryid: 1306 -->
 <question type="category"><category><text>MATE GGZZ I/6. Gaia-Banaketa Bidimentsionala/Galdetegiak egiteko</text></category></question>
 
 <!-- resourceid-resourcedataid: 13813-11690 -->
 <question type="shortanswerwiris">
    <name>
      <text>Ariketa_8</text>
    </name>
    <questiontext format="html">
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" alt="" height="183" width="550" /></p>
<p><span style="color: #ff0000;">Erabili  ( . ) balio hamartarrentzat<br /></span></p>
<p><span style="color: #ff0000;">b-atalaren erantzuna borobildu<br /></span></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <usecase>0</usecase>
    <answer fraction="100" format="moodle_auto_format">
      <text><![CDATA[<math xmlns="http://www.w3.org/1998/Math/MathML"><mi>a</mi><mo>)</mo><mi>E</mi><mi>r</mi><mi>r</mi><mi mathvariant="normal">e</mi><mi>g</mi><mi>r</mi><mi mathvariant="normal">e</mi><mi>s</mi><mi mathvariant="normal">i</mi><mi>o</mi><mo>-</mo><mi>z</mi><mi>u</mi><mi>z</mi><mi mathvariant="normal">e</mi><mi>n</mi><mi>a</mi><mo>=</mo><mo>#</mo><mi>r</mi><mi mathvariant="normal">e</mi><mi>c</mi><mi>t</mi><mspace linebreak="newline"/><mi>b</mi><mo>)</mo><mi>G</mi><mi mathvariant="normal">e</mi><mi>r</mi><mi>m</mi><mi mathvariant="normal">e</mi><mi>n</mi><mo>-</mo><mi>k</mi><mi>a</mi><mi>n</mi><mi>t</mi><mi mathvariant="normal">i</mi><mi>t</mi><mi>a</mi><mi>t</mi><mi mathvariant="normal">e</mi><mi>a</mi><mo>-</mo><mn>6</mn><mo>-</mo><mi>o</mi><mi>r</mi><mi mathvariant="normal">d</mi><mi>u</mi><mo>-</mo><mi mathvariant="normal">i</mi><mi>g</mi><mi>a</mi><mi>r</mi><mi>o</mi><mo>-</mo><mi>o</mi><mi>n</mi><mi mathvariant="normal">d</mi><mi>o</mi><mi>r</mi><mi mathvariant="normal">e</mi><mi>n</mi><mo>=</mo><mo>#</mo><mi>g</mi><mspace linebreak="newline"/><mi>c</mi><mo>)</mo><mi>r</mi><mo>=</mo><mo>#</mo><mi>r</mi><mn>1</mn></math>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <wirisquestion>
&lt;question&gt;&lt;wirisCasSession&gt;&lt;![CDATA[&lt;session lang="es" version="2.0"&gt;&lt;library closed="false"&gt;&lt;mtext style="color:#ffc800" xml:lang="es"&gt;variables&lt;/mtext&gt;&lt;group&gt;&lt;command&gt;&lt;input&gt;&lt;math xmlns="http://www.w3.org/1998/Math/MathML"&gt;&lt;mi&gt;X&lt;/mi&gt;&lt;mo&gt;=&lt;/mo&gt;&lt;mo&gt;{&lt;/mo&gt;&lt;mn&gt;0&lt;/mn&gt;&lt;mo&gt;,&lt;/mo&gt;&lt;mn&gt;1&lt;/mn&gt;&lt;mo&gt;,&lt;/mo&gt;&lt;mn&gt;2&lt;/mn&gt;&lt;mo&gt;,&lt;/mo&gt;&lt;mn&gt;3&lt;/mn&gt;&lt;mo&gt;,&lt;/mo&gt;&lt;mn&gt;4&lt;/mn&gt;&lt;mo&gt;,&lt;/mo&gt;&lt;mn&gt;5&lt;/mn&gt;&lt;mo&gt;}&lt;/mo&gt;&lt;/math&gt;&lt;/input&gt;&lt;/command&gt;&lt;command&gt;&lt;input&gt;&lt;math xmlns="http://www.w3.org/1998/Math/MathML"&gt;&lt;mi&gt;Y&lt;/mi&gt;&lt;mo&gt;=&lt;/mo&gt;&lt;mo&gt;{&lt;/mo&gt;&lt;mn&gt;20&lt;/mn&gt;&lt;mo&gt;,&lt;/mo&gt;&lt;mn&gt;26&lt;/mn&gt;&lt;mo&gt;,&lt;/mo&gt;&lt;mn&gt;33&lt;/mn&gt;&lt;mo&gt;,&lt;/mo&gt;&lt;mn&gt;41&lt;/mn&gt;&lt;mo&gt;,&lt;/mo&gt;&lt;mn&gt;47&lt;/mn&gt;&lt;mo&gt;,&lt;/mo&gt;&lt;mn&gt;53&lt;/mn&gt;&lt;mo&gt;}&lt;/mo&gt;&lt;/math&gt;&lt;/input&gt;&lt;/command&gt;&lt;command&gt;&lt;input&gt;&lt;math xmlns="http://www.w3.org/1998/Math/MathML"&gt;&lt;mi&gt;rect&lt;/mi&gt;&lt;mo&gt;:&lt;/mo&gt;&lt;mo&gt;=&lt;/mo&gt;&lt;mi&gt;recta_de_regresión&lt;/mi&gt;&lt;mo&gt;(&lt;/mo&gt;&lt;mi&gt;X&lt;/mi&gt;&lt;mo&gt;,&lt;/mo&gt;&lt;mi&gt;Y&lt;/mi&gt;&lt;mo&gt;)&lt;/mo&gt;&lt;/math&gt;&lt;/input&gt;&lt;/command&gt;&lt;command&gt;&lt;input&gt;&lt;math xmlns="http://www.w3.org/1998/Math/MathML"&gt;&lt;mi&gt;rect1&lt;/mi&gt;&lt;mo&gt;:&lt;/mo&gt;&lt;mo&gt;=&lt;/mo&gt;&lt;mi&gt;recta_de_regresión&lt;/mi&gt;&lt;mo&gt;(&lt;/mo&gt;&lt;mi&gt;Y&lt;/mi&gt;&lt;mo&gt;,&lt;/mo&gt;&lt;mi&gt;X&lt;/mi&gt;&lt;mo&gt;)&lt;/mo&gt;&lt;/math&gt;&lt;/input&gt;&lt;/command&gt;&lt;command&gt;&lt;input&gt;&lt;math xmlns="http://www.w3.org/1998/Math/MathML"&gt;&lt;mi&gt;r1&lt;/mi&gt;&lt;mo&gt;=&lt;/mo&gt;&lt;mi&gt;correlacion&lt;/mi&gt;&lt;mo&gt;(&lt;/mo&gt;&lt;mi&gt;X&lt;/mi&gt;&lt;mo&gt;,&lt;/mo&gt;&lt;mi&gt;Y&lt;/mi&gt;&lt;mo&gt;)&lt;/mo&gt;&lt;/math&gt;&lt;/input&gt;&lt;/command&gt;&lt;command&gt;&lt;input&gt;&lt;math xmlns="http://www.w3.org/1998/Math/MathML"&gt;&lt;mi&gt;g&lt;/mi&gt;&lt;mo&gt;=&lt;/mo&gt;&lt;mn&gt;60&lt;/mn&gt;&lt;/math&gt;&lt;/input&gt;&lt;/command&gt;&lt;/group&gt;&lt;/library&gt;&lt;group&gt;&lt;command&gt;&lt;input&gt;&lt;math xmlns="http://www.w3.org/1998/Math/MathML"&gt;&lt;mi&gt;rect&lt;/mi&gt;&lt;/math&gt;&lt;/input&gt;&lt;output&gt;&lt;math xmlns="http://www.w3.org/1998/Math/MathML"&gt;&lt;mi&gt;y&lt;/mi&gt;&lt;mo&gt;=&lt;/mo&gt;&lt;mn&gt;6.7429&lt;/mn&gt;&lt;mo&gt;*&lt;/mo&gt;&lt;mi&gt;x&lt;/mi&gt;&lt;mo&gt;+&lt;/mo&gt;&lt;mn&gt;19.81&lt;/mn&gt;&lt;/math&gt;&lt;/output&gt;&lt;/command&gt;&lt;command&gt;&lt;input&gt;&lt;math xmlns="http://www.w3.org/1998/Math/MathML"&gt;&lt;mi&gt;rect1&lt;/mi&gt;&lt;/math&gt;&lt;/input&gt;&lt;output&gt;&lt;math xmlns="http://www.w3.org/1998/Math/MathML"&gt;&lt;mi&gt;y&lt;/mi&gt;&lt;mo&gt;=&lt;/mo&gt;&lt;mn&gt;0.14799&lt;/mn&gt;&lt;mo&gt;*&lt;/mo&gt;&lt;mi&gt;x&lt;/mi&gt;&lt;mo&gt;-&lt;/mo&gt;&lt;mn&gt;2.9264&lt;/mn&gt;&lt;/math&gt;&lt;/output&gt;&lt;/command&gt;&lt;command&gt;&lt;input&gt;&lt;math xmlns="http://www.w3.org/1998/Math/MathML"&gt;&lt;mi&gt;r1&lt;/mi&gt;&lt;/math&gt;&lt;/input&gt;&lt;output&gt;&lt;math xmlns="http://www.w3.org/1998/Math/MathML"&gt;&lt;mn&gt;0.99895&lt;/mn&gt;&lt;/math&gt;&lt;/output&gt;&lt;/command&gt;&lt;/group&gt;&lt;group&gt;&lt;command&gt;&lt;input&gt;&lt;math xmlns="http://www.w3.org/1998/Math/MathML"/&gt;&lt;/input&gt;&lt;/command&gt;&lt;/group&gt;&lt;/session&gt;]]&gt;&lt;/wirisCasSession&gt;&lt;correctAnswers&gt;&lt;correctAnswer type="mathml"&gt;&lt;![CDATA[&lt;math xmlns="http://www.w3.org/1998/Math/MathML"&gt;&lt;mi&gt;a&lt;/mi&gt;&lt;mo&gt;)&lt;/mo&gt;&lt;mi&gt;E&lt;/mi&gt;&lt;mi&gt;r&lt;/mi&gt;&lt;mi&gt;r&lt;/mi&gt;&lt;mi mathvariant="normal"&gt;e&lt;/mi&gt;&lt;mi&gt;g&lt;/mi&gt;&lt;mi&gt;r&lt;/mi&gt;&lt;mi mathvariant="normal"&gt;e&lt;/mi&gt;&lt;mi&gt;s&lt;/mi&gt;&lt;mi mathvariant="normal"&gt;i&lt;/mi&gt;&lt;mi&gt;o&lt;/mi&gt;&lt;mo&gt;-&lt;/mo&gt;&lt;mi&gt;z&lt;/mi&gt;&lt;mi&gt;u&lt;/mi&gt;&lt;mi&gt;z&lt;/mi&gt;&lt;mi mathvariant="normal"&gt;e&lt;/mi&gt;&lt;mi&gt;n&lt;/mi&gt;&lt;mi&gt;a&lt;/mi&gt;&lt;mo&gt;=&lt;/mo&gt;&lt;mo&gt;#&lt;/mo&gt;&lt;mi&gt;r&lt;/mi&gt;&lt;mi mathvariant="normal"&gt;e&lt;/mi&gt;&lt;mi&gt;c&lt;/mi&gt;&lt;mi&gt;t&lt;/mi&gt;&lt;mspace linebreak="newline"/&gt;&lt;mi&gt;b&lt;/mi&gt;&lt;mo&gt;)&lt;/mo&gt;&lt;mi&gt;G&lt;/mi&gt;&lt;mi mathvariant="normal"&gt;e&lt;/mi&gt;&lt;mi&gt;r&lt;/mi&gt;&lt;mi&gt;m&lt;/mi&gt;&lt;mi mathvariant="normal"&gt;e&lt;/mi&gt;&lt;mi&gt;n&lt;/mi&gt;&lt;mo&gt;-&lt;/mo&gt;&lt;mi&gt;k&lt;/mi&gt;&lt;mi&gt;a&lt;/mi&gt;&lt;mi&gt;n&lt;/mi&gt;&lt;mi&gt;t&lt;/mi&gt;&lt;mi mathvariant="normal"&gt;i&lt;/mi&gt;&lt;mi&gt;t&lt;/mi&gt;&lt;mi&gt;a&lt;/mi&gt;&lt;mi&gt;t&lt;/mi&gt;&lt;mi mathvariant="normal"&gt;e&lt;/mi&gt;&lt;mi&gt;a&lt;/mi&gt;&lt;mo&gt;-&lt;/mo&gt;&lt;mn&gt;6&lt;/mn&gt;&lt;mo&gt;-&lt;/mo&gt;&lt;mi&gt;o&lt;/mi&gt;&lt;mi&gt;r&lt;/mi&gt;&lt;mi mathvariant="normal"&gt;d&lt;/mi&gt;&lt;mi&gt;u&lt;/mi&gt;&lt;mo&gt;-&lt;/mo&gt;&lt;mi mathvariant="normal"&gt;i&lt;/mi&gt;&lt;mi&gt;g&lt;/mi&gt;&lt;mi&gt;a&lt;/mi&gt;&lt;mi&gt;r&lt;/mi&gt;&lt;mi&gt;o&lt;/mi&gt;&lt;mo&gt;-&lt;/mo&gt;&lt;mi&gt;o&lt;/mi&gt;&lt;mi&gt;n&lt;/mi&gt;&lt;mi mathvariant="normal"&gt;d&lt;/mi&gt;&lt;mi&gt;o&lt;/mi&gt;&lt;mi&gt;r&lt;/mi&gt;&lt;mi mathvariant="normal"&gt;e&lt;/mi&gt;&lt;mi&gt;n&lt;/mi&gt;&lt;mo&gt;=&lt;/mo&gt;&lt;mo&gt;#&lt;/mo&gt;&lt;mi&gt;g&lt;/mi&gt;&lt;mspace linebreak="newline"/&gt;&lt;mi&gt;c&lt;/mi&gt;&lt;mo&gt;)&lt;/mo&gt;&lt;mi&gt;r&lt;/mi&gt;&lt;mo&gt;=&lt;/mo&gt;&lt;mo&gt;#&lt;/mo&gt;&lt;mi&gt;r&lt;/mi&gt;&lt;mn&gt;1&lt;/mn&gt;&lt;/math&gt;]]&gt;&lt;/correctAnswer&gt;&lt;/correctAnswers&gt;&lt;assertions&gt;&lt;assertion name="syntax_expression"/&gt;&lt;assertion name="equivalent_symbolic"/&gt;&lt;/assertions&gt;&lt;options&gt;&lt;option name="tolerance"&gt;10^(-1)&lt;/option&gt;&lt;option name="relative_tolerance"&gt;false&lt;/option&gt;&lt;option name="precision"&gt;3&lt;/option&gt;&lt;option name="implicit_times_operator"&gt;true&lt;/option&gt;&lt;option name="times_operator"&gt;·&lt;/option&gt;&lt;option name="imaginary_unit"&gt;i&lt;/option&gt;&lt;option name="float_format"&gt;f&lt;/option&gt;&lt;/options&gt;&lt;localData&gt;&lt;data name="inputField"&gt;popupEditor&lt;/data&gt;&lt;data name="gradeCompound"&gt;distribute&lt;/data&gt;&lt;data name="gradeCompoundDistribution"&gt;&lt;/data&gt;&lt;data name="casSession"/&gt;&lt;data name="inputCompound"&gt;true&lt;/data&gt;&lt;/localData&gt;&lt;/question&gt;    </wirisquestion>
  </question>
 </quiz>
