Toggle navigation
Login
Inicio
Home
Secuencias Didacticas
5436
Actualizar
Actualizar Secuencia Didactica: 5436
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>Comprender y relacionar conceptos básicos para explicar la rganización y el entorno de los seres vivos.</p><p>Como se organiza el universo, el origen de la vida, la celula como unidad de vida, el microscopio, célula animal y vegetal, clasificación, funciones ( repiración, nutrición, reproducción, alimentación) los reinos de la vida. </p>
Motivación
<p><img src="data:image/jpeg;base64,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" alt="Ciencias Naturales Quinto grado" width="492" height="536" style="width: 492px; height: 536px;"></p><p><img src="https://cdn.thinglink.me/api/image/1312223035427651585/1240/10/scaletowidth" alt="Niveles de organización de los seres vivos - M. Gisena Osé" width="499" height="548" style="width: 499px; height: 548px;"></p><p><iframe width="500" height="281" src="//www.youtube.com/embed/QpVnJBlD3ws" frameborder="0" allowfullscreen=""></iframe><br></p>
Explicación
<p>Sabemos que en nuestro país y en el mundo existe gran cantidad de seres vivos y los lugares donde viven o habitan, por lo tanto nos preguntamos sobre la organización de los seres vivos y su relación con otras estructuras existentes, como son para tener en cuenta el origen del universo, la célula como unidad de vida, definición, estructura, funciones y partes.</p><p><iframe width="500" height="281" src="//www.youtube.com/embed/WQgwaigJlsI" frameborder="0" allowfullscreen=""></iframe><br></p><p>Los reinos de los seres vivos, con cada uno se dará la explicación. </p><p><iframe width="500" height="281" src="//www.youtube.com/embed/SSDHO7pGcyo" frameborder="0" allowfullscreen=""></iframe><br></p>
Ejercicios
Evidencia
Evaluación
<p>Prueba saber </p><p><br></p>
Bibliografía
<p><iframe width="500" height="281" src="//www.youtube.com/embed/SSDHO7pGcyo" frameborder="0" allowfullscreen=""></iframe></p><p><iframe width="500" height="281" src="//www.youtube.com/embed/WQgwaigJlsI" frameborder="0" allowfullscreen=""></iframe><span class="redactor-invisible-space"><br></span></p><p><span class="redactor-invisible-space"><iframe width="500" height="281" src="//www.youtube.com/embed/QpVnJBlD3ws" frameborder="0" allowfullscreen=""></iframe><span class="redactor-invisible-space"><br></span></span></p>
Foro
calificable?
Activo
Actualizar