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CLEI I
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Propósito
<p>Que el estudiante use diversas estrategias de cálculo (especialmente cálculo mental) y de estimación para resolver problemas en situaciones reales, empleando los aprendizajes adquiridos el año anterior 2021.</p>
Motivación
<p>Observarán el vídeo de la canción La gallina Turuleca y la entonarán,el personaje nos anima a recordar los números del uno al diez de una manera divertida.</p><p><a href="https://www.youtube.com/watch?v=XQaKFU3Fh_M">https://www.youtube.com/watch?v=XQaKFU3Fh_M</a></p>
Explicación
<p><br></p><p>Vas a realizar actividades en donde identificarás el nivel de desempeño adquirido durante el grado anterior. En casa me apoyarán con la lectura de los ejercicios, pero debo tratar en lo posible hacer las actividades solo o sola.</p><p>SIGUE LAS INSTRUCCIONES:</p><p><b>a</b><b>. </b>Dibuja un árbol y ubica: El sol encima del árbol al lado izquierdo, una manzana en el suelo al lado derecho, un nido dentro del árbol y una mariposa sobre sus hojas al lado izquierdo y un gusano caminando por el tronco.</p><p><img 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" alt=""></p><p><b>b. Completa la secuencia:</b></p><p><b></b></p><p><b></b></p><ul><li><b>_______, 2, 3, _______, ________, 6 , 7, _______,________,_______.</b></li></ul><p><b></b></p><ul><li><b>27, 28, _______, _______, 31, _______, 33, 34, _______, ______.</b></li></ul><p><b></b></p><ul><li><b>______, 20, ______, 40, 50, ______, _______, 80, 90, _______.</b></li></ul><p><b></b></p><p>c. </p><p><img src="/web/uploads/645/50f2d6b261-c.png"></p><p>d.</p><p><img src="/web/uploads/645/b53d7e29e1-d.png"></p><p><br></p>
Ejercicios
<p>El estudiante realizará otros ejercicios que ayudarán a identificar el aprendizaje adquirido hasta el momento.</p><p>¡YA SÉ CONTAR!</p><p>En la imagen se muestran diferentes elementos. Cuéntales a tus familiares lo que observas sin mostrarles la imagen. ¿Cómo lo harías?</p><p><b>A.</b> Para saber de qué vas a hablarles, debes identificar el conjunto de elementos y la cantidad que hay de cada uno. Por ejemplo, cuántos castillos hay en la imagen.</p><p><img src="/web/uploads/645/38234426c7-e.png"></p><p><br></p><p><img src="/web/uploads/645/67e29b098a-f.png"></p><p><img src="/web/uploads/645/115ec5c5e1-g.png"></p><p><img src="/web/uploads/645/fd5749272e-h.png"></p><p><img src="/web/uploads/645/ff5e6da0cf-i.png"></p><p><img src="/web/uploads/645/84006a7512-j.png"></p><p><br></p><p><img src="/web/uploads/645/b24bc77cbd-k.png"></p><p><img src="/web/uploads/645/a2dc75b068-l.png"></p>
Evidencia
Evaluación
<p><br></p><p><img src="/web/uploads/645/8942af8545-ll.png"></p><p><br></p><p><img src="/web/uploads/645/8821e6bb3d-m.png"></p><p><img src="/web/uploads/645/2ea276750c-n.png"></p>
Bibliografía
<p>Cartillas de Retos para gigantes del Ministerio de educación.</p>
Foro
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Activo
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