<?xml version="1.0" encoding="UTF-8"?>
<quiz>
 <!-- categoryid: 1390 -->
 <question type="category"><category><text>6. Trigonometría</text></category></question>
 
 <!-- resourceid-resourcedataid: 15877-12981 -->
 <question type="shortanswerwiris">
    <name>
      <text>Tri C3S15 Sombra de un árbol (lenguaje algebraico)</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><span style="font-size: medium;">Cuando los rayos del sol forman un ángulo a de «math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mo»#«/mo»«mi»a«/mi»«/math» grados con el suelo, la sombra de un árbol mide «math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mo»#«/mo»«mi»b«/mi»«/math» metros. </span></p>
<h3 style="text-align: center;">#tablero1</h3>
<p><span style="font-size: medium;">¿Cuál es la altura del árbol?</span></p>
<p><span style="color: #ff0000; font-size: medium;"><strong>Observación</strong>: Ingresa la respuesta sin unidad de medida.</span></p>]]></text>
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   </questiontext>
    <generalfeedback format="html">
      <text><![CDATA[<p><span style="font-size: medium;">Como disponemos de un ángulo y un lado adyacente, podemos aplicar tangente del ángulo y luego despejar:</span></p>
<p>«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mi»tan«/mi»«mo»§#160;«/mo»«mo»#«/mo»«mi»a«/mi»«mo»§#160;«/mo»«mo»=«/mo»«mo»§#160;«/mo»«mfrac»«mi»x«/mi»«mrow»«mo»#«/mo»«mi»b«/mi»«/mrow»«/mfrac»«/math»</p>
<p>«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mi»x«/mi»«mo»§#160;«/mo»«mo»=«/mo»«mo»§#160;«/mo»«mi»tan«/mi»«mo»§#160;«/mo»«mo»#«/mo»«mi»a«/mi»«mo»§#160;«/mo»«mo»*«/mo»«mo»#«/mo»«mi»b«/mi»«/math»</p>
<p>«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mi»x«/mi»«mo»§#160;«/mo»«mo»=«/mo»«mo»§#160;«/mo»«mo»#«/mo»«mi»s«/mi»«mi»o«/mi»«mi»l«/mi»«mn»1«/mn»«/math»</p>
<p> </p>
<p><strong><span style="font-family: arial,helvetica,sans-serif; font-size: medium; color: #99cc00;">Reporta y/o califica esta pregunta:</span></strong></p>
<p> <span style="font-family: arial,helvetica,sans-serif; font-size: medium; color: #99cc00;">1. Copia este código: <span style="color: #000000;"><strong>Tri. C3. S15.<br /></strong></span></span></p>
<p> <span style="font-family: arial,helvetica,sans-serif; font-size: medium; color: #99cc00;">2. Presiona este <span style="text-decoration: underline;"><strong><span style="color: #0000ff;"><a href="https://docs.google.com/forms/d/e/1FAIpQLSejUJfyYOVP4-dMOQ_mWon-7epEMg7Vddq2LNbGnOqwOiOVXQ/viewform" target="_blank"><span style="color: #0000ff; text-decoration: underline;">enlace</span></a></span></strong></span>, pega el código y completa el formulario</span></p>
<p> </p>
<p> </p>]]></text>
    </generalfeedback>
    <defaultgrade>1</defaultgrade>
    <penalty>.3333333</penalty>
    <hidden>0</hidden>
    <usecase>0</usecase>
    <answer fraction="100" format="moodle_auto_format">
      <text>#sol1</text>
      <feedback format="html">
        <text><![CDATA[<p><span style="font-size: medium;">Muy bien. Felicitaciones.-<br /></span></p>]]></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>-</text>
      <feedback format="html">
        <text><![CDATA[<p><span style="font-size: medium;">Al parecer cometiste un error, revisa tus cálculos.-</span></p>]]></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>-</text>
      <feedback format="html">
        <text><![CDATA[<p><span style="font-family: arial,helvetica,sans-serif; font-size: medium; color: #ff0000;">Santiago Sur 24/6</span></p>
<p> </p>
<p> </p>
<p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">En la observación: </span></p>
<p> </p>
<ul>
<li><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Falta como ingresar los decimales, con punto, cuántos y si se aproxima o no</span></li>
</ul>
<p> </p>
<p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">En la retroalimentación:</span></p>
<p> </p>
<ul>
<li><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Separar con líneas los textos</span></li>
<li><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Explicar más detalladamente el procedimiento</span></li>
<li><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">escribir las fómulas de las razones trigonométricas</span></li>
</ul>
<p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Falta mensaje de cuando el alumno responde incorrectamente</span></p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p><span style="color: #ff0000;">Observación</span>: N.G.R.</p>
<p><span style="color: #ff0000;">Pendiente</span> : - Según recuerdo, en capacitación se indicó que <span style="text-decoration: underline;">no</span> es conveniente pegar imágenes.</p>
<p><span style="color: #ff0000;">Pendiente</span> :- Se sugiere dejar variables la altura , la sombra y el ángulo,  preguntar por cualquiera de las tres magnitudes..</p>
<p><strong><span style="text-decoration: underline;"><span style="color: #ff0000; text-decoration: underline;">OBSERVACIONES</span></span></strong> : N.G.R    20-06-2016...</p>
<p><span style="color: #ff0000;">Pendiente : - <span style="color: #000000;">No aparece el comentario  en caso de error en la retroalimentación de la pregunta.  </span></span></p>
<p><span style="color: #ff0000;"><span style="color: #000000;"><span style="color: #ff0000;">Pendiente :</span> - Antes de «math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mi»tan«/mi»«mo»§#160;«/mo»«mo»#«/mo»«mi»a«/mi»«mo»§#160;«/mo»«mo»=«/mo»«mo»§#160;«/mo»«mfrac»«mi»x«/mi»«mrow»«mo»#«/mo»«mi»b«/mi»«/mrow»«/mfrac»«/math» , indicar definición de la función tangente.</span></span></p>
<p><span style="color: #ff0000;"><span style="color: #000000;"><span style="color: #ff0000;">Corregido : </span>- Error al digitar   <span style="font-size: medium;">.<span style="color: #0000ff;"> Feliictaciones.-</span></span><br /></span></span></p>
<p> </p>
<p> </p>]]></text>
      </feedback>
    </answer>
    <wirisquestion>
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xmlns="http://www.w3.org/1998/Math/MathML"&gt;&lt;mi&gt;escribir&lt;/mi&gt;&lt;mo&gt;&amp;nbsp;&lt;/mo&gt;&lt;mo&gt;(&lt;/mo&gt;&lt;mo&gt;&amp;quot;&lt;/mo&gt;&lt;mn&gt;90&lt;/mn&gt;&lt;mo&gt;°&lt;/mo&gt;&lt;mo&gt;&amp;quot;&lt;/mo&gt;&lt;mo&gt;,&lt;/mo&gt;&lt;mo&gt;&amp;nbsp;&lt;/mo&gt;&lt;mi&gt;punto&lt;/mi&gt;&lt;mo&gt;(&lt;/mo&gt;&lt;mn&gt;0&lt;/mn&gt;&lt;mo&gt;.&lt;/mo&gt;&lt;mn&gt;5&lt;/mn&gt;&lt;mo&gt;,&lt;/mo&gt;&lt;mn&gt;0&lt;/mn&gt;&lt;mo&gt;.&lt;/mo&gt;&lt;mn&gt;5&lt;/mn&gt;&lt;mo&gt;)&lt;/mo&gt;&lt;mo&gt;)&lt;/mo&gt;&lt;/math&gt;&lt;/input&gt;&lt;/command&gt;&lt;command&gt;&lt;input&gt;&lt;math 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xmlns="http://www.w3.org/1998/Math/MathML"&gt;&lt;mn&gt;28&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;sol1&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;24.34&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;t&lt;/mi&gt;&lt;/math&gt;&lt;/input&gt;&lt;output&gt;&lt;math xmlns="http://www.w3.org/1998/Math/MathML"&gt;&lt;mfenced&gt;&lt;mrow&gt;&lt;mn&gt;0&lt;/mn&gt;&lt;mo&gt;,&lt;/mo&gt;&lt;mn&gt;0&lt;/mn&gt;&lt;/mrow&gt;&lt;/mfenced&gt;&lt;mo&gt;-&lt;/mo&gt;&lt;mfenced&gt;&lt;mrow&gt;&lt;mn&gt;0&lt;/mn&gt;&lt;mo&gt;,&lt;/mo&gt;&lt;mn&gt;10&lt;/mn&gt;&lt;/mrow&gt;&lt;/mfenced&gt;&lt;mo&gt;-&lt;/mo&gt;&lt;mfenced&gt;&lt;mrow&gt;&lt;mn&gt;15&lt;/mn&gt;&lt;mo&gt;,&lt;/mo&gt;&lt;mn&gt;0&lt;/mn&gt;&lt;/mrow&gt;&lt;/mfenced&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;tablero1&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;tablero1&lt;/mi&gt;&lt;/math&gt;&lt;/output&gt;&lt;/command&gt;&lt;/group&gt;&lt;/session&gt;]]&gt;&lt;/wirisCasSession&gt;&lt;correctAnswers&gt;&lt;correctAnswer&gt;#sol1&lt;/correctAnswer&gt;&lt;correctAnswer id="1"&gt;-&lt;/correctAnswer&gt;&lt;correctAnswer id="2"&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^(-3)&lt;/option&gt;&lt;option name="relative_tolerance"&gt;true&lt;/option&gt;&lt;option name="precision"&gt;4&lt;/option&gt;&lt;option name="times_operator"&gt;·&lt;/option&gt;&lt;option name="implicit_times_operator"&gt;false&lt;/option&gt;&lt;option name="imaginary_unit"&gt;i&lt;/option&gt;&lt;/options&gt;&lt;localData&gt;&lt;data name="inputField"&gt;popupEditor&lt;/data&gt;&lt;data name="gradeCompound"&gt;and&lt;/data&gt;&lt;data name="gradeCompoundDistribution"&gt;&lt;/data&gt;&lt;data name="casSession"/&gt;&lt;/localData&gt;&lt;/question&gt;    </wirisquestion>
  </question>
 </quiz>
