<?xml version="1.0" encoding="UTF-8"?>
<quiz>
 <!-- categoryid: 1390 -->
 <question type="category"><category><text>6. Trigonometría</text></category></question>
 
 <!-- resourceid-resourcedataid: 15879-12983 -->
 <question type="shortanswerwiris">
    <name>
      <text>Tri C4S16 Faro (Lenguaje algebraico)</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Desde un faro el vigía es capaz de observar a 2 embarcaciones, las cuales se encuentran a «math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mo»#«/mo»«mi»L«/mi»«mn»1«/mn»«/math» metros y «math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mo»#«/mo»«mi»L«/mi»«mn»2«/mn»«/math» metros del puesto de observación, respectivamente. Si el campo visual del vigía equivale a «math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mo»#«/mo»«mi»L«/mi»«mn»3«/mn»«/math» grados, determine la distancia «math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mo»(«/mo»«mi»d«/mi»«mo»)«/mo»«/math» que separa a ambas embarcaciones. </span></p>
<p> </p>
<p><strong><span style="color: #ff0000; font-family: arial,helvetica,sans-serif; font-size: medium;">Observaciones:</span></strong></p>
<p><span style="color: #ff0000; font-family: arial,helvetica,sans-serif; font-size: medium;">Ingresa las cifras sin unidad de medida</span></p>
<p><span style="color: #ff0000; font-family: arial,helvetica,sans-serif; font-size: medium;">Expresa el resultado utilizando punto para separar las cifras decimales, y aproximando a la centésima en caso de ser necesario. Ejemplo si tu resultado es 4,379, ingresa solo 4.38<br />.</span></p>]]></text>
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   </questiontext>
    <generalfeedback format="html">
      <text><![CDATA[<p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Revisemos el desarrollo de la solución del problema.</span></p>
<p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Asumamos que:</span></p>
<p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">-Distancia A:  </span>«math style=¨font-family:Arial¨ xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mo mathvariant=¨italic¨»#«/mo»«mi»L«/mi»«mn mathvariant=¨italic¨»1«/mn»«mo mathvariant=¨italic¨»§#160;«/mo»«mi»m«/mi»«/math»<span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><br /></span></p>
<p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">-Distancia B:  </span><span style="font-family: arial,helvetica,sans-serif;">«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mo»#«/mo»«mi»L«/mi»«mn»2«/mn»«mo»§#160;«/mo»«mi»m«/mi»«/math»</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"> <br /></span></p>
<p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">-Distancia entre barcos: «math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mi»d«/mi»«/math»</span></p>
<p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">-Ángulo de observación: «math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mi»§#945;«/mi»«mo»§#160;«/mo»«mo»=«/mo»«mo»§#160;«/mo»«mo»#«/mo»«mi»L«/mi»«mn»3«/mn»«/math» <br /></span></p>
<p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Por el teorema del coseno se tiene que la distancia entre los barcos «math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mo»(«/mo»«mi»d«/mi»«mo»)«/mo»«/math» se puede representar como:</span></p>
<p style="text-align: center;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«msup»«mi»d«/mi»«mrow»«mn»2«/mn»«mo»§#160;«/mo»«/mrow»«/msup»«mo»=«/mo»«msup»«mi»A«/mi»«mn»2«/mn»«/msup»«mo»+«/mo»«msup»«mi»B«/mi»«mn»2«/mn»«/msup»«mo»-«/mo»«mn»2«/mn»«mo»§#183;«/mo»«mi»A«/mi»«mo»§#183;«/mo»«mi»B«/mi»«mo»§#183;«/mo»«mi»cos«/mi»«mo»(«/mo»«mi»§#945;«/mi»«mo»)«/mo»«/math»</span></p>
<p> </p>
<p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Luego, despejando la distancia entre los barcos obtenemos:</span></p>
<p style="text-align: center;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mi»d«/mi»«mo»=«/mo»«msqrt»«msup»«mi»A«/mi»«mn»2«/mn»«/msup»«mo»+«/mo»«msup»«mi»B«/mi»«mn»2«/mn»«/msup»«mo»-«/mo»«mn»2«/mn»«mo»§#183;«/mo»«mi»A«/mi»«mo»§#183;«/mo»«mi»B«/mi»«mo»§#183;«/mo»«mi»cos«/mi»«mo»(«/mo»«mi»§#945;«/mi»«mo»)«/mo»«/msqrt»«/math»</span></p>
<p style="text-align: left;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Es decir:</span></p>
<p style="text-align: center;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mi»d«/mi»«mo»=«/mo»«msqrt»«mo»(«/mo»«mo»#«/mo»«mi»L«/mi»«mn»1«/mn»«msup»«mo»)«/mo»«mn»2«/mn»«/msup»«mo»+«/mo»«mo»(«/mo»«mo»#«/mo»«mi»L«/mi»«mn»2«/mn»«msup»«mo»)«/mo»«mn»2«/mn»«/msup»«mo»-«/mo»«mn»2«/mn»«mo»§#183;«/mo»«mo»#«/mo»«mi»L«/mi»«mn»1«/mn»«mo»§#183;«/mo»«mo»#«/mo»«mi»L«/mi»«mn»2«/mn»«mo»§#183;«/mo»«mi»cos«/mi»«mo»(«/mo»«mo»#«/mo»«mi»L«/mi»«mn»3«/mn»«mo»)«/mo»«/msqrt»«/math»</span></p>
<p style="text-align: center;"> </p>
<p style="text-align: center;">«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mi»d«/mi»«mo»=«/mo»«mo»#«/mo»«mi»s«/mi»«mi»o«/mi»«mi»l«/mi»«/math»</p>
<p style="text-align: center;"> </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. C4. S16.<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>]]></text>
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      <text><![CDATA[<math xmlns="http://www.w3.org/1998/Math/MathML"><mi mathvariant="normal">d</mi><mo>=</mo><mo>#</mo><mi>s</mi><mi>o</mi><mi>l</mi></math>]]></text>
      <feedback format="html">
        <text><![CDATA[<p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Muy bien!!!</span></p>]]></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text><![CDATA[<math xmlns="http://www.w3.org/1998/Math/MathML"><mo>*</mo></math>]]></text>
      <feedback format="html">
        <text><![CDATA[<p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Al parecer, cometiste un error.</span></p>]]></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>-</text>
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        <text><![CDATA[<p><span style="font-family: arial,helvetica,sans-serif; font-size: medium; color: #ff0000;">Santiago Sur 24/6</span></p>
<p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">En la pregunta <span style="font-family: arial,helvetica,sans-serif; font-size: medium;">sugiero espaciar un poco el dibujo de los textos. <span style="color: #ff0000;">Corregido</span><br /></span></span></p>
<p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">En la observación: </span></p>
<ul>
<li><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Solo el título con negrita <span style="color: #ff0000;">Corregido</span><br /></span></li>
<li><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Agregar en: "<span style="color: #000000; font-family: arial,helvetica,sans-serif; font-size: medium;">-Ocupa hasta tres cifras decimales para expresar el resultado final</span><span style="font-family: arial,helvetica,sans-serif; font-size: medium; color: #000000;">"  <strong>sin aproximar. </strong><span style="color: #ff0000;">Corregido</span><strong><br /></strong></span></span></li>
</ul>
<p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">En la retroalimentación:</span></p>
<ul>
<li><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Falta escribir la respuesta final porque los alumnos cuando hagan el cuestionario no la verán (solo nosotros la vemos al programar) <span style="color: #ff0000;">Corregido</span><br /></span></li>
</ul>
<p> </p>
<p> </p>
<p>02/06/2016     Fatima Toro Lagos</p>
<p><span style="color: #ff0000;">Realizado-</span>Pendiente:  Al ingresar la respuesta, podrías dejar fijo "distancia = "</p>
<p><span style="color: #ff0000;">Realizado-</span>Pendiente:  El resultado lo pides ingresando la coma para separar decimales y es con punto.</p>
<p>Pendiente: Las imágenes no cargan bien, por lo cual los dibujos o representaciones deben ser hechos en wiris, allí puedes etiquetar.</p>
<p><span style="color: #ff0000;">Realizado-</span>Pendiente: Dice "observación" y debe decir "observaciones", además debe estar en negrita.</p>
<p><span style="color: #ff0000;">Realizado-</span>Pendiente: Colocas "<span> </span>«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mo»#«/mo»«mi»L«/mi»«mn»3«/mn»«/math»<span> grados sexagesimales", podrías solo dejar "<span> </span>«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mo»#«/mo»«mi»L«/mi»«mn»3«/mn»«/math»<span> ", pues ya esta con el símbolo y se entiende.</span></span></p>
<p><span><span><span style="color: #ff0000;">Realizado-</span>Pendiente: En la retroalimentación la distancia esta con raíces, como los estudiantes ingresan un numero decimal, creo que la respuesta tendría que estar en el mismo formato.</span></span></p>
<p><span><span><img src="@@PLUGINFILE@@/Captura%20de%20pantalla%202016-06-02%20a%20las%209.17.38%20a.m..png" height="450" width="474" /></span></span></p>
<p> </p>
<p><span><span><span style="color: #ff0000;">Realizado-</span>Pendiente: El ángulo solo alterna entre 30º y 50º, se podrían agregar más.</span></span></p>
<p> </p>
<p> </p>]]></text>
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     </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;L1&lt;/mi&gt;&lt;mo&gt;=&lt;/mo&gt;&lt;mi&gt;aleatorio&lt;/mi&gt;&lt;mo&gt;(&lt;/mo&gt;&lt;mn&gt;300&lt;/mn&gt;&lt;mo&gt;,&lt;/mo&gt;&lt;mn&gt;900&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;L2&lt;/mi&gt;&lt;mo&gt;=&lt;/mo&gt;&lt;mi&gt;aleatorio&lt;/mi&gt;&lt;mo&gt;(&lt;/mo&gt;&lt;mn&gt;600&lt;/mn&gt;&lt;mo&gt;,&lt;/mo&gt;&lt;mn&gt;1500&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;L3&lt;/mi&gt;&lt;mo&gt;=&lt;/mo&gt;&lt;mi&gt;aleatorio&lt;/mi&gt;&lt;mfenced close="}" open="{"&gt;&lt;mtable align="center"&gt;&lt;mtr&gt;&lt;mtd&gt;&lt;mfenced&gt;&lt;mrow&gt;&lt;mn&gt;30&lt;/mn&gt;&lt;mo&gt;°&lt;/mo&gt;&lt;mo&gt;,&lt;/mo&gt;&lt;mn&gt;45&lt;/mn&gt;&lt;mo&gt;°&lt;/mo&gt;&lt;mo&gt;,&lt;/mo&gt;&lt;mn&gt;60&lt;/mn&gt;&lt;mo&gt;°&lt;/mo&gt;&lt;mo&gt;,&lt;/mo&gt;&lt;mn&gt;75&lt;/mn&gt;&lt;mo&gt;°&lt;/mo&gt;&lt;mo&gt;,&lt;/mo&gt;&lt;mn&gt;90&lt;/mn&gt;&lt;mo&gt;°&lt;/mo&gt;&lt;mo&gt;,&lt;/mo&gt;&lt;mn&gt;120&lt;/mn&gt;&lt;mo&gt;°&lt;/mo&gt;&lt;mo&gt;,&lt;/mo&gt;&lt;mn&gt;150&lt;/mn&gt;&lt;mo&gt;°&lt;/mo&gt;&lt;/mrow&gt;&lt;/mfenced&gt;&lt;/mtd&gt;&lt;/mtr&gt;&lt;/mtable&gt;&lt;/mfenced&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;a&lt;/mi&gt;&lt;mo&gt;=&lt;/mo&gt;&lt;msup&gt;&lt;mi&gt;L1&lt;/mi&gt;&lt;mn&gt;2&lt;/mn&gt;&lt;/msup&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;b&lt;/mi&gt;&lt;mo&gt;=&lt;/mo&gt;&lt;msup&gt;&lt;mi&gt;L2&lt;/mi&gt;&lt;mn&gt;2&lt;/mn&gt;&lt;/msup&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;c&lt;/mi&gt;&lt;mo&gt;=&lt;/mo&gt;&lt;mi&gt;L1&lt;/mi&gt;&lt;mo&gt;·&lt;/mo&gt;&lt;mi&gt;L2&lt;/mi&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;d&lt;/mi&gt;&lt;mo&gt;=&lt;/mo&gt;&lt;mi&gt;a&lt;/mi&gt;&lt;mo&gt;+&lt;/mo&gt;&lt;mi&gt;b&lt;/mi&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;e&lt;/mi&gt;&lt;mo&gt;=&lt;/mo&gt;&lt;mn&gt;2&lt;/mn&gt;&lt;mo&gt;·&lt;/mo&gt;&lt;mi&gt;c&lt;/mi&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;f&lt;/mi&gt;&lt;mo&gt;=&lt;/mo&gt;&lt;mi&gt;e&lt;/mi&gt;&lt;mo&gt;·&lt;/mo&gt;&lt;mo&gt;(&lt;/mo&gt;&lt;mi&gt;cos&lt;/mi&gt;&lt;mo&gt;(&lt;/mo&gt;&lt;mi&gt;L3&lt;/mi&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 xmlns="http://www.w3.org/1998/Math/MathML"&gt;&lt;mi&gt;g&lt;/mi&gt;&lt;mo&gt;=&lt;/mo&gt;&lt;mi&gt;d&lt;/mi&gt;&lt;mo&gt;-&lt;/mo&gt;&lt;mi&gt;f&lt;/mi&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;sol&lt;/mi&gt;&lt;mo&gt;=&lt;/mo&gt;&lt;msup&gt;&lt;mi&gt;g&lt;/mi&gt;&lt;mrow&gt;&lt;mn&gt;0&lt;/mn&gt;&lt;mo&gt;.&lt;/mo&gt;&lt;mn&gt;5&lt;/mn&gt;&lt;/mrow&gt;&lt;/msup&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;L3&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;75&lt;/mn&gt;&lt;mo&gt; &lt;/mo&gt;&lt;csymbol definitionURL="http://.../units/degree/angular"&gt;°&lt;/csymbol&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;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 mathvariant="normal"&gt;d&lt;/mi&gt;&lt;mo&gt;=&lt;/mo&gt;&lt;mo&gt;#&lt;/mo&gt;&lt;mi&gt;s&lt;/mi&gt;&lt;mi&gt;o&lt;/mi&gt;&lt;mi&gt;l&lt;/mi&gt;&lt;/math&gt;]]&gt;&lt;/correctAnswer&gt;&lt;correctAnswer id="1" type="mathml"&gt;&lt;![CDATA[&lt;math xmlns="http://www.w3.org/1998/Math/MathML"&gt;&lt;mo&gt;*&lt;/mo&gt;&lt;/math&gt;]]&gt;&lt;/correctAnswer&gt;&lt;correctAnswer id="2"&gt;-&lt;/correctAnswer&gt;&lt;/correctAnswers&gt;&lt;assertions&gt;&lt;assertion name="equivalent_symbolic" correctAnswer="1"/&gt;&lt;assertion name="check_no_more_decimals"&gt;&lt;param name="digits"&gt;2&lt;/param&gt;&lt;/assertion&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^(-2)&lt;/option&gt;&lt;option name="relative_tolerance"&gt;false&lt;/option&gt;&lt;option name="precision"&gt;2&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;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;and&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>
