Closed jorgealonsomar closed 9 years ago
Ejemplo de pregunta que tengo para Kruskal y Prim. Aunque tengo una sola pregunta para ambos probablemente sea mejor tener dos.
<?xml version="1.0" encoding="UTF-8"?> <quiz> <!-- question: 0 --> <question type="category"> <category> <text>$course$/Por defecto en ALGORITMIA (6372)/Tema 2: voraces/Prim y Kruskal</text> </category> </question> <!-- question: 70766 --> <question type="cloze"> <name> <text>ex 03 2013</text> </name> <questiontext format="html"> <text><![CDATA[<p>Dado el siguiente grafo:</p> <p><img src="@@PLUGINFILE@@/graph_ex_algo_03_13.png" alt="Grafo" width="680" height="608" /></p> <p> </p> <p>Aplique el algoritmo de Prim, indicando en qué orden se seleccionan los arcos.Como nodo origen tome el nodo "a". Si en un paso del algoritmo se pueden elegir varios nodos, elija el menor lexicográficamente.</p> <table border="1"> <tbody> <tr> <td>Orden de selección</td> <td>Nodo seleccionado</td> <td>Nodo origen</td> <td>Peso del arco</td> </tr> <tr> <td>1º</td> <td><span>{1:MULTICHOICE:%0%a#~%0%b#~%0%c#~%100%d#~%0%e#<span>~%0%f#</span>}</span></td> <td><span>{1:MULTICHOICE:%100%a#~%0%b#~%0%c#~%0%d#~%0%e#</span><span>~%0%f#</span><span>}</span></td> <td><span>{1:NUMERICAL:%100%4:0.01#}</span></td> </tr> <tr> <td>2º</td> <td><span>{1:MULTICHOICE:%0%a#~%100%b#~%0%c#~%0%d#~%0%e#</span><span>~%0%f#</span><span>}</span></td> <td><span>{1:MULTICHOICE:%0%a#~%0%b#~%0%c#~%100%d#~%0%e#</span><span>~%0%f#</span><span>}</span> </td> <td><span>{1:NUMERICAL:%100%2:0.01#}</span> </td> </tr> <tr> <td>3º</td> <td><span>{1:MULTICHOICE:%0%a#~%0%b#~%100%c#~%0%d#~%0%e#</span><span>~%0%f#</span><span>}</span></td> <td><span>{1:MULTICHOICE:%0%a#~%100%b#~%0%c#~%0%d#~%0%e#</span><span>~%0%f#</span><span>}</span> </td> <td><span>{1:NUMERICAL:%100%1:0.01#}</span><span> </span> </td> </tr> <tr> <td>4º</td> <td><span>{1:MULTICHOICE:%0%a#~%0%b#~%0%c#~%0%d#~%0%e#</span><span>~%100%f#</span><span>}</span></td> <td><span>{1:MULTICHOICE:%0%a#~%0%b#~%100%c#~%0%d#~%0%e#</span><span>~%0%f#</span><span>}</span></td> <td><span>{1:NUMERICAL:%100%3:0.01#}</span><span> </span> </td> </tr> <tr> <td>5º</td> <td><span>{1:MULTICHOICE:%0%a#~%0%b#~%0%c#~%0%d#~%100%e#</span><span>~%0%f#</span><span>}</span></td> <td><span>{1:MULTICHOICE:%0%a#~%0%b#~%0%c#~%0%d#~%0%e#</span><span>~%100%f#</span><span>}</span></td> <td><span>{1:NUMERICAL:%100%4:0.01#}</span><span> </span> </td> </tr> </tbody> </table> <p> </p> <p>Aplique el algoritmo de Kruskal. Si en un paso del algoritmo se pueden seleccionar varios arcos, seleccione el menor lexicográficamente.</p> <table border="1"> <tbody> <tr> <td>Orden de selección</td> <td>Arco seleccionado</td> </tr> <tr> <td>1º</td> <td>{1:MULTICHOICE:%0%ab#~%0%ac#<span>~%0%ad#</span>~%100%bc#~%0%bd#~%0%cd#<span>~%0%ce#<span>~%0%cf#<span>~%0%df#<span>~%0%ef#</span></span></span></span>}</td> </tr> <tr> <td>2º</td> <td><span>{1:MULTICHOICE:%0%ab#~%0%ac#</span><span>~%0%ad#</span><span>~%0%bc#~%100%bd#~%0%cd#</span><span>~%0%ce#~%0%cf#~%0%df#~%0%ef#</span><span>}</span></td> </tr> <tr> <td>3º</td> <td><span>{1:MULTICHOICE:%0%ab#~%0%ac#</span><span>~%0%ad#</span><span>~%0%bc#~%0%bd#~%0%cd#</span><span>~%0%ce#~%100%cf#~%0%df#~%0%ef#</span><span>}</span></td> </tr> <tr> <td>4º</td> <td><span>{1:MULTICHOICE:%0%ab#~%0%ac#</span><span>~%100%ad#</span><span>~%0%bc#~%0%bd#~%0%cd#</span><span>~%0%ce#~%0%cf#~%0%df#~%0%ef#</span><span>}</span></td> </tr> <tr> <td>5º</td> <td><span>{1:MULTICHOICE:%0%ab#~%0%ac#</span><span>~%0%ad#</span><span>~%0%bc#~%0%bd#~%0%cd#</span><span>~%0%ce#~%0%cf#~%0%df#~%100%ef#</span><span>}</span></td> </tr> </tbody> </table>]]></text> <file name="graph_ex_algo_03_13.png" path="/" 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</file> </questiontext> <generalfeedback format="html"> <text></text> </generalfeedback> <penalty>0.3333333</penalty> <hidden>0</hidden> </question> </quiz>
Ejemplo de pregunta que tengo para Kruskal y Prim. Aunque tengo una sola pregunta para ambos probablemente sea mejor tener dos.