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CLEI I
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Propósito
<p>Identifica factores que generan conflicto en organizaciones sociales del entorno, explicando causas y alternativas de solución en situaciones cotidianas, para mejorar la sana convivencia.</p><p><b></b></p>
Motivación
<p>Observa las imágenes y explica para qué nos sirven o qué representan.</p><p><img src="data:image/png;base64,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" alt=""> </p>
Explicación
<ul><li>1.Observa el siguiente video <a href="https://www.youtube.com/watch?v=dNlyfhI4iyA">https://www.youtube.com/watch?v=dNlyfhI4iyA</a> y comenta lo que más te llamó la atención.</li></ul> <ul><li>2.Copia en tu cuaderno de sociales:</li></ul> <p>EL CONFLICTO </p><p>Es una diferencia entre personas que tienen formas de pensar, sentir, o intereses distintos de un tema, pero puede ser positivo si se hacen acuerdos y cambios que beneficie a todos.</p>
Ejercicios
<p>Lee con atención y desarrolla las actividades del taller 3 en las páginas 190 y 191 de tu libro Prepárate para el saber 1°.</p>
Evidencia
Evaluación
<p>Durante la clase se desarrollarán las actividades y se tendrá en cuenta la participación y cumplimiento de entrega del trabajo. </p>
Bibliografía
<p>Quintero, Luís. Prepárate para el saber grado 1°, Editorial los tres editores. 2018</p>
Foro
calificable?
Activo
Actualizar