Closed jorgealonsomar closed 9 years ago
Ejemplo de pregunta que tengo para Dijkstra:
<?xml version="1.0" encoding="UTF-8"?> <quiz> <!-- question: 0 --> <question type="category"> <category> <text>$course$/Por defecto en ALGORITMIA (6372)/Tema 2: voraces/Dijkstra</text> </category> </question> <!-- question: 70753 --> <question type="cloze"> <name> <text>ex 03 2013</text> </name> <questiontext format="html"> <text><![CDATA[<p>Sobre el grafo de la figura, aplique el algoritmo de Dijsktra.Tome como origen el nodo "a".</p> <p><img src="@@PLUGINFILE@@/dgraph_ex_algo_03_13.png" alt="grafo" width="538" height="566" /></p> <p> </p> <p>Indique en que orden se seleccionan los nodos, el nodo predecesor en el camino desde el origen y la distancia del camino mínimo desde el origen:</p> <table border="1" align="left"> <tbody> <tr> <td style="text-align: center;"><strong>Orden de selección</strong></td> <td style="text-align: center;"><strong>Nodo</strong></td> <td style="text-align: center;"><strong>Predecesor</strong></td> <td style="text-align: center;"><strong>Distancia</strong></td> </tr> <tr> <td style="text-align: left;">1º</td> <td><span>{1:MULTICHOICE:%0%a#~%0%b#~%100%c#~%0%d#~%0%e#}</span></td> <td><span>{1:MULTICHOICE:%100%a#~%0%b#~%0%c#~%0%d#~%0%e#}</span></td> <td><span>{1:NUMERICAL:%100%1:0.01#}</span></td> </tr> <tr> <td>2º</td> <td><span>{1:MULTICHOICE:%0%a#~%100%b#~%0%c#~%0%d#~%0%e#}</span></td> <td><span>{1:MULTICHOICE:%0%a#~%0%b#~%100%c#~%0%d#~%0%e#}</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#~%0%c#~%100%d#~%0%e#}</span></td> <td><span>{1:MULTICHOICE:%0%a#~%100%b#~%0%c#~%0%d#~%0%e#}</span></td> <td><span>{1:NUMERICAL:%100%4:0.01#}</span> </td> </tr> <tr> <td>4º</td> <td style="text-align: center;"><span>{1:MULTICHOICE:%0%a#~%0%b#~%0%c#~%0%d#~%100%e#}</span></td> <td style="text-align: left;"><span>{1:MULTICHOICE:%0%a#~%100%b#~%0%c#~%0%d#~%0%e#}</span></td> <td style="text-align: left;"><span>{1:NUMERICAL:%100%5:0.01#}</span></td> </tr> </tbody> </table>]]></text> <file name="dgraph_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 Dijkstra: