Toggle navigation
Login
Inicio
Home
Secuencias Didacticas
9204
Actualizar
Actualizar Secuencia Didactica: 9204
Año
Periodo
Período 1
Período 2
Período 3
Período 4
Área
Seleccione una área
Grado
Transición
Aceleración del
Pre-Jardín
Jardín
Preescolar
Grado 1
Grado 2
Grado 3
Grado 4
Grado 5
Grado 6
Grado 7
Grado 8
Grado 9
Grado 10
Grado 11
CLEI I
CLEI II
CLEI III
CLEI IV
CLEI V
CLEI VI
Tema
Fecha de inicio
Fecha de finalización
Propósito
<p>Que el estudiante comprenda las lecturas teniendo en cuenta algunas pautas dadas para los ejercicios de comprensión, a través de diferentes textos acordes a al edad.</p>
Motivación
<p><img src="data:image/png;base64,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" alt=""> ¿Qué representa está imagen ?</p>
Explicación
<p><b>Plan lector:__________________________________</b></p> <div> <table> <tbody><tr> <td> <p>E</p> </td> </tr> </tbody></table> <p>n las serranías de Morococha, en el departamento de Junín, hay tesoros escondidos en lo profundo de los cerros, esperando que un hombre de buena fe los extraiga, así como lo hicieron nuestros antepasados los incas.</p><p>En la actualidad los encargados de esta labor son los mineros, quienes manejan una creencia: todos saben algo sobre el Muqui, pero nunca lo han visto. </p><p>Se dice que es un enanito dueño de las minas, y recorre los socavones meciendo en su mano una lámpara; se abriga con un ponchito de vicuña y tiene en la cabeza dos cuernos. Muqui conoce a la gente de buena fe y es a ellas a quienes se les presenta para confiarles el lugar donde excavar y encontrar oro, esto a cambio de que le dejen la mitad de lo encontrado. No hay minero en Morococha que no sueñe con encontrarse con el Muqui, esperando a que le indique el lugar donde está el mineral, y así, poco a poco, con paciencia y manos diestras, poder extraer para el Perú aquellos pedazos de riquezas escondidas en los cerros.</p><p><i>Fuente: comunidadandina.org/loda/docs/F-CA-0001.pdf</i></p></div>
Ejercicios
<p><b>Responde las siguientes preguntas:</b></p><p><b></b></p><p>1.¿Qué metales se extraían de las minas del Perú?</p><p>2.¿Cuál es la creencia de los mineros de Morococha?</p><p>3.¿Qué comentan los mineros sobre el Muqui?</p> <ul><li>1.¿Porque los mineros esperan encontrarse con el Muqui?</li> <li></li></ul> <p>5. Escribe un título a la lectura</p> <ul><li>1.Realiza un dibujo de los que sucedió en la lectura.</li></ul>
Evidencia
Evaluación
<p>Se evalúa la participación en la socialización de la actividad</p>
Bibliografía
Foro
calificable?
Activo
Actualizar