Toggle navigation
Login
Inicio
Home
Secuencias Didacticas
7035
Actualizar
Actualizar Secuencia Didactica: 7035
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>Fortalecer los conocimientos de tablas y pictogramas de información por medio de actividades planteadas en la guía orientadas hacia la cotidianidad con el fin de potenciar las habilidades lógico matemáticas y comunicativas. </p>
Motivación
<p>Se realizarán algunas preguntas orientadoras sobre el tema: ¿Saben qué es un pictograma? ¿Saben para qué se usa? ¿Lo han visto en alguna parte? y se presentarán unas imágenes para dar una idea. Observa </p><p><img src="data:image/png;base64,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" alt="" width="422" height="126" style="width: 422px; height: 126px;"></p><p>Luego, se van a presentar imágenes que representan diferentes cantidades<br></p><p><img src="/web/uploads/13127/d74538d453-frunas.jpg"> <img src="/web/uploads/13127/8451664cf5-oreo.jpg"></p>
Explicación
<p>Con la información que vimos en las imágenes anteriores (de las frunas y las galletas oreo), veamos como se pueden representar en una tabla:</p><p><img src="data:image/png;base64,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" alt=""></p><p><br></p><p>Ahora revisen el taller 3, en la unidad 3 del texto "Prepárate para el saber 1°" o el documento en PDF 248c4b1d12-matematicas-taller-3-un-3.pdf que se encuentra en la página 67. Resolver punto 1 2 y 3 solamente.<br></p>
Ejercicios
<p>Observa y piensa ¿Qué información podemos tener de las tablas? y luego responde a las preguntas del texto, siguiendo las instrucciones del punto 1 y 2 de la actividad 1 (pág. 67). Revisa la tabla con pictogramas de la actividad 2 en la página 68 y responde falso o verdadero en el punto 3, frente a cada afirmación.</p><p><a href="http://sinapsis.club/web/uploads/13127/824901feef-camscanner-03-24-2021-0956.pdf">824901feef-camscanner-03-24-2021-0956.pdf</a><br></p><p><br></p><p>2Da parte resolver punto 4 , 5 y 6</p><p><a href="/web/uploads/13127/077a0ccd8f-camscanner-04-07-2021-1110-4-5-6.pdf">077a0ccd8f-camscanner-04-07-2021-1110-4-5-6.pdf</a><br></p>
Evidencia
Evaluación
<p>Durante la clase se irán realizando preguntas que evidencien los aprendizajes de los estudiantes en el tema. </p>
Bibliografía
<p>Texto Prepárate para el Saber 1°. Editorial los tres editores. 2018.</p>
Foro
calificable?
Activo
Actualizar