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CLEI I
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Propósito
<p>Qué el estudiante comprenda los diferentes organelos de la célula por medio de esquemas donde mencione las diferentes funciones que cumplernen relación con los organismos unicelulares<span></span></p>
Motivación
<p>En el siguiente link va encontrar la celufa animal y vegetal por favor colorear y coloque nombres </p><p><a href="/web/uploads/650/65571b005c-celula-animal-y-vegetal.jpg">65571b005c-celula-animal-y-vegetal.jpg</a></p>
Explicación
<p><img src="data:image/jpeg;base64,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" alt="CÉLULA ANIMAL » Conoce su estructura, funciones y características"></p>
Ejercicios
<p>Realizar dibujos de la célula vegetal y animal</p><p>Realice mapas conceptuales de la celula vegetal y escriba las funciones de cada organelo</p><p>Realice mapas conceputales de la celula vegetal y escriba sus funciones de cada organelo</p>
Evidencia
Evaluación
<p>Realice una sopa de letras ubicando 30 organelos de las célula animal y vegetal.</p>
Bibliografía
<p><a href="https://es.wikipedia.org/wiki/C%C3%A9lula_animal">https://es.wikipedia.org/wiki/Célula_animal</a></p><p><a href="https://es.wikipedia.org/wiki/C%C3%A9lula_vegetal">https://es.wikipedia.org/wiki/Célula_vegetal</a><span class="redactor-invisible-space"><br></span></p>
Foro
calificable?
Activo
Actualizar