




































































- Números racionales e irracionales:
- Las Fracciones ( ) * * x , 0 = − , la notación a b .
- Clase de equivalencia.
- Los números racionales como clases de equivalencias.
- Operaciones.
- Propiedades.
- Los números racionales como extensión de los números enteros.
- Limitaciones y su extensión a los números reales.
- Los números irracionales (I).
No hay comentarios.:
Publicar un comentario