Actualizar Secuencia Didactica: 3672

Año

Periodo

Área

Grado

Tema

Fecha de inicio

Fecha de finalización

Propósito

Motivación

Explicación

Desarrollaremos cada una de las preguntas del cuestionario "Atrévete con ellos" de forma colaborativa<h3>ES IMPORTANTE TENER UNA ESTRATEGIA Y POLYA NOS AYUDARÁ </h3><img src="/web/uploads/13124/d0594ffd28-polya.png" width="243" height="96" style="width: 243px; height: 96px;"> <img src="/web/uploads/13124/cd9bfedd53-polya-pasos.png">VEAMOS UN EJEMPLO <img src="/web/uploads/13124/69583d622a-logica.png"> Ahhhhh, entonces ?+3+4+3=18 por lo tanto ?=18-(3+4+3) ?=18-10y finalmente nuestra solución es ?=8

Ejercicios

Evidencia

Evaluación

Ahora responde individualmente el cuestionario anterior ACERTIJOS para ello representa el siguiente esquema donde tu quieras...(cuaderno, excel, word....) y coloca la respuesta que crees es la correcta<img 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" 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