Pruebas de evaluación
Mañana martes realizaremos una prueba de evaluación de Lengua que consistirá en la escritura de una historia realista. Para ello deberán tener en cuenta:
- Uso de mayúsculas, puntos y comas.
- Expresión clara y sin repetir palabras en un mismo párrafo.
- Estructurar el escrito en párrafos según las partes de un cuento (introducción, nudo y desenlace).
- Uso de adjetivos.
- Respeto de los márgenes.
El jueves realizarán una prueba de Matemáticas con los siguientes contenidos:
- Divisores.
- Múltiplos.
- Números primos.
- Expresión y representación de fracciones.
- Problema con fracciones como datos.
Un saludo. Ya estamos en la recta final del trimestre. ¡Hagamos un último esfuerzo para alcanzar los objetivos!
![Resultado de imagen de niño 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)
http://3.bp.blogspot.com/-DekijoT5ekU/Tv7pr2OrDAI/AAAAAAAAGYg/5hrYBoqr1to/s1600/babysteps-t0msk.jpg
- Uso de mayúsculas, puntos y comas.
- Expresión clara y sin repetir palabras en un mismo párrafo.
- Estructurar el escrito en párrafos según las partes de un cuento (introducción, nudo y desenlace).
- Uso de adjetivos.
- Respeto de los márgenes.
El jueves realizarán una prueba de Matemáticas con los siguientes contenidos:
- Divisores.
- Múltiplos.
- Números primos.
- Expresión y representación de fracciones.
- Problema con fracciones como datos.
Un saludo. Ya estamos en la recta final del trimestre. ¡Hagamos un último esfuerzo para alcanzar los objetivos!
http://3.bp.blogspot.com/-DekijoT5ekU/Tv7pr2OrDAI/AAAAAAAAGYg/5hrYBoqr1to/s1600/babysteps-t0msk.jpg
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