¿Quién sabe decirme cómo se llama nuestro país? Y ¿Nuestra comunidad autónoma?
Efectivamente, todos sabéis que nuestro PAÍS se llama ESPAÑA y somos
españoles.
![Cuánto cuesta vivir en España? - [ACTUALIZADO a 2020]](data:image/jpeg;base64,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) |
| ESPAÑA. El color de su bandera es: rojo, amarillo y rojo. Y ese dibujo del centro es el escudo. |
Pero España, a su vez, se divide en 17 Comunidades Autónomas. Observad la siguiente foto:
 |
| España está divida en 17 Comunidades Autónomas. |
Nuestra Comunidad Autónoma se llama EXTREMADURA, así que, también somos
extremeños.
 |
| EXTREMADURA: El color de su bandera es de tres colores: verde, blanco y negro. Y el dibujo del centro es su escudo. |
 |
| Extremadura está formada por dos provincias: Cáceres y Badajoz. |
¿En qué provincia vivimos nosotros? ¿Quién lo sabe?
 |
| El color rojo es Badajoz. |
A continuación, hacemos los ejercicios 2, 3 y 4 de la pág. 75 del libro de texto.
No hay comentarios:
Publicar un comentario