Toggle navigation
Login
Inicio
Home
Secuencias Didacticas
685
Actualizar
Actualizar Secuencia Didactica: 685
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>Que los niños y las niñas identifiquen entre dos grupos o colecciones de objetos (semejanzas,diferencias, comparar la cantidad de objeto; dónde hay más- dónde hay menos, cuántos hacen falta para tener la misma cantidad) dentro de los objetos incluidos en el proyecto el mar.</p>
Motivación
<p><br></p><p><br></p><p><iframe width="500" height="281" src="//www.youtube.com/embed/sW0i6cS-IyQ" frameborder="0" allowfullscreen=""></iframe></p><p>Una vez visto el video responderas preguntas cómo.</p><p>Qué vemos?</p><p>cuáll es el color predominante?</p><p>Cuál es la emoción que muestran los niños en el video?</p><p>cuántos animales hay?</p>
Explicación
<p>Observa el siguiente video y aprendamos acerca de:</p><p><br></p><p><iframe width="500" height="281" src="//www.youtube.com/embed/BOLES_c2Y84" frameborder="0" allowfullscreen=""></iframe></p><p><img src="https://i.pinimg.com/736x/e7/ed/e6/e7ede66b7490e39932d2d72f29afb0fd.jpg" alt="Ejemplos de comparación y personificación | Palabras mágicas, Educacion primaria, Pétalos de rosa"></p><p><img src="data:image/jpeg;base64,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" alt="Aprender el concepto de cantidad - Reseteo Matemático"> </p><p><img src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcReyqY7je92eHHSGWOxNYT1GIOaxLpAFklfBw&usqp=CAU" alt="CONTAR | COMPARAR |CLASIFICAR | IGUALAR | resolución de problemas - YouTube" width="314" height="235" style="width: 314px; height: 235px;"></p><p><img src="data:image/jpeg;base64,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" alt="50%OFFSALE Sea Animal Clipart,Sea Animals Clipart,Sea Creatures Cliparts, fish clip art Sea Animal,Ocean Animals Sea ClipArt digital papers | Animales marinos, Caballito de mar, Imagenes de animales" width="323" height="259" style="width: 323px; height: 259px;"><br></p>
Ejercicios
<p>Con las siguientes actividades espero que los niños identifiquen en dos grupos de objetos (semejanzas, comparación y comprensión en ejercicios simples uniendo con lineas los animales que viven en el mar.</p><p>observo y me comparo con Ema.</p><p>identifico y comparo (mas o menos) entre la pesca de Ema y Memo.</p><p>coloreando imágenes repetidas, observo y una con una linea imágenes semejantes.</p><p><a href="/web/uploads/520/d7c7f855d0-img2020051017410914.pdf">d7c7f855d0-img2020051017410914.pdf</a></p>
Evidencia
Evaluación
<p><br></p><p><img src="https://i.pinimg.com/originals/f4/9c/30/f49c308b8b097f3bb1ffb5196d345532.png" alt="La pecera... ¿Cuántos hay? - Fichas educativas gratis, rec… | Actividades de peces, Actividades de matemáticas preescolares, Actividades de aprendizaje preescolares" style="" rel=""></p><p>Escribe cuáles tiene la misma cantidad</p><p>Cuál es el animal con menor cantidad</p><p>En qué se parecen.</p><p>Nota: recepción de los trabajos y acompañamiento de la plataforma zoom.</p>
Bibliografía
Foro
<p> Todas las inquietudes debes hacermelas saber en nuestro encuentro de zoom.</p>
calificable?
Activo
Actualizar