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CLEI I
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Propósito
<p>Identificar el ciclo de vida de los seres vivos por medio de imagenes, experimentaciones para que se relaciones y apliquen los conocimientos en su contexto.</p>
Motivación
<p>abre el link <a href="https://drive.google.com/file/d/1UQtxe9FOVcusKlbDiIQ1ixqr2cbfbPuj/view">https://drive.google.com/file/d/1UQtxe9FOVcusKlbDiIQ1ixqr2cbfbPuj/view</a></p>
Explicación
<p><b>CICLO DE VIDA DE LAS PLANTAS</b></p><p>Muchas plantas inician su ciclo de vida a partir de una semilla. Cuando la semilla encuentra las condiciones adecuadas para desarrollarse germina, es decir, da origen a una nueva planta. La nueva planta crece y forma su tallo sus hojas, sus raíces y sus flores.</p><p> Las flores pueden producir frutos que son los hijos de las plantas y son fuente de alimentos para otros seres. Algunos frutos son carnosos como la manzana, y otros son secos como es almendras. El ciclo de vida de las plantas finaliza con su muerte.</p><p><img src="data:image/png;base64,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" alt=""></p>
Ejercicios
<p><a href="/web/uploads/12258/f9d16ba5ee-ciencias-n.pdf">DESCARGAR</a> la guia </p>
Evidencia
Evaluación
<p>se evaluara el desarrollo de la guia y la puntualidad en la entrega .</p>
Bibliografía
<p>Libro multiareas del grado segundo.</p>
Foro
calificable?
Activo
Actualizar