AUDICIÓN Y LENGUAJE
martes, 27 de octubre de 2015
miércoles, 20 de mayo de 2015
FONEMA R cancion Susanita tiene un ratón
Dado que las canciones funcionan también con los alumnos que ya han adquirido la correcta pronunciación de este fonema para ayudar a generalizar este sonido, vamos a seguir practicando con esta canción:
SUSANITA TIENE UN RATÓN
SUSANITA TIENE UN RATÓN
miércoles, 13 de mayo de 2015
IRONÍAS Y PERSUASIÓN
Nos encontramos en la recta final de curso y para rematar las últimas actividades vamos a profundizar un poco más en la comunicación y el lenguaje trabajando con los siguientes materiales obtenidos de la página el sonido de la hierba al crecer.
Tal y como nos recomiendan las compañeras Isa Arcas, Violeta Balderas, Anabel Cornago... previamente debemos realizar un trabajo y asegurarnos que nuestros alumnos comprenden la idea de contrario u opuesto y la idea de mentira.
Para ello comenzaremos trabajando con los siguientes materiales:
- BINGO OPUESTOS (De Lola García Cucalon)
MATERIALES VARIOS DE CONTRARIOS (De Orientación Andújar)
LA MENTIRA
![Resultado de imagen de MENTIRA SONIDO HIERBA AL CRECER](data:image/jpeg;base64,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)
Y una verz gtrabajados estos conceptos pasamos a trabajar la IRONÍA Y LA PERSUASIÓN:
IRONÍA
![Resultado de imagen de IRONIA sonido hierba al crecer](data:image/jpeg;base64,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)
PERSUASIÓN
Tal y como nos recomiendan las compañeras Isa Arcas, Violeta Balderas, Anabel Cornago... previamente debemos realizar un trabajo y asegurarnos que nuestros alumnos comprenden la idea de contrario u opuesto y la idea de mentira.
Para ello comenzaremos trabajando con los siguientes materiales:
- BINGO OPUESTOS (De Lola García Cucalon)
MATERIALES VARIOS DE CONTRARIOS (De Orientación Andújar)
LA MENTIRA
Y una verz gtrabajados estos conceptos pasamos a trabajar la IRONÍA Y LA PERSUASIÓN:
IRONÍA
PERSUASIÓN
Canción "El Ratón Ramón"
Del CD CLAP "Un sonido una historia" de Verónica Parra.
Excelente idea para practicar el sonido RRRR
Excelente idea para practicar el sonido RRRR
Canción "la chinita" del CD "Un sonido una historia"
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