Toggle navigation
Login
Inicio
Home
Secuencias Didacticas
10699
Actualizar
Actualizar Secuencia Didactica: 10699
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
<h3>Que el estudiante reconozca situaciones de su medio habitual para cuya comprensión se requiera del uso de operaciones con fracciones valorando el sentido y la coherencia de los resultados.<o:p></o:p></h3>
Motivación
<h3>Abre el siguiente enlace para que juegues y recuerdes algunos conceptos de fracciones:</h3><h3> <b></b><a href="https://juegosinfantiles.bosquedefantasias.com/juegos/matematicas/linea-fraccion/index.html">https://juegosinfantiles.bosquedefantasias.com/jue...</a></h3><p><a href="https://juegosinfantiles.bosquedefantasias.com/juegos/matematicas/linea-fraccion/index.html"></a><br></p><p><b></b></p>
Explicación
<h3>A continuación, encontrarás la explicación de tres temas relacionados con fraccionarios, por favor lee los conceptos y los ejemplos para mayor comprensión de los temas. Estas explicaciones deben estar consignadas en el cuaderno. Abre el siguiente link para observar el video explicativo:</h3><p><a href="https://www.youtube.com/watch?v=Y-gx7CReA4E"><b><iframe width="500" height="281" src="//www.youtube.com/embed/Y-gx7CReA4E" frameborder="0" allowfullscreen=""></iframe></b></a><b></b></p><p><a href="https://www.youtube.com/watch?v=GgINtvOWVWs"><b><iframe width="500" height="281" src="//www.youtube.com/embed/GgINtvOWVWs" frameborder="0" allowfullscreen=""></iframe></b></a><b></b></p><p><a href="https://www.youtube.com/watch?v=osePKL39EBo"><b><iframe width="500" height="281" src="//www.youtube.com/embed/osePKL39EBo" frameborder="0" allowfullscreen=""></iframe></b></a><b></b></p><p><br></p>
Ejercicios
<p><img src="data:image/png;base64,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
Evidencia
Evaluación
<h3>Resuelva los siguientes ejercicios, súbalos a la plataforma del colegio en “Tareas resueltas”. Dejar evidencia en el cuaderno:</h3><h3></h3>
Bibliografía
<p><a href="https://juegosinfantiles.bosquedefantasias.com/juegos/matematicas/linea-fraccion/index.html"><b></b></a><b><a href="https://juegosinfantiles.bosquedefantasias.com/juegos/matematicas/linea-fraccion/index.html">https://juegosinfantiles.bosquedefantasias.com/jue...</a></b><b></b></p><p><a href="https://www.youtube.com/watch?v=Y-gx7CReA4E"><b><iframe width="500" height="281" src="//www.youtube.com/embed/Y-gx7CReA4E" frameborder="0" allowfullscreen=""></iframe></b></a><b></b><span class="redactor-invisible-space"><br></span></p>
Foro
<p>Participa en el FORO, contándonos: ¿Cómo aplicas las matemáticas en tu vida diaria? </p>
calificable?
Activo
Actualizar