Título : | Matecuentos cuentamates : Cuentos con problemas | Tipo de documento: | texto impreso | Autores: | Joaquín Collantes Hernáez, Autor | Editorial: | Nivola | Fecha de publicación: | 2006 | Colección: | Violeta num. 3 | Número de páginas: | 126 p | ISBN/ISSN/DL: | 978-84-965661-3-2 | Idioma : | Español (spa) | Clasificación: | [UNESCO_V2]1 Educación:1.45 Materias de enseñanza básica y general:Mathematics education
| Palabras clave: | CUENTOS Y MATEMÁTICAS/ MATEMÁTICAS Y LITERATURA INFANTIL | Resumen: | Estos cuentos con problemas, o estos problemas con cuento, son historias cortas con unos protagonistas que corren aventuras y que no paran de meterse en líos, y además en liós problemáticos ya que para salir de ellos tienen que resolver algún problema. Y lo menos que puedes hacer tú como lector es ayudarles a resolverlos. | Nota de contenido: | La isla del tesoro.- En el pueblo.- Gladiador no quiere ser Gladiator.- A charlie no le gusta el chocolate.- Llueve sobre Lisboa.- Esquimales.- Soluciones |
Matecuentos cuentamates : Cuentos con problemas [texto impreso] / Joaquín Collantes Hernáez, Autor . - Nivola, 2006 . - 126 p. - ( Violeta; 3) . ISBN : 978-84-965661-3-2 Idioma : Español ( spa) Clasificación: | [UNESCO_V2]1 Educación:1.45 Materias de enseñanza básica y general:Mathematics education
| Palabras clave: | CUENTOS Y MATEMÁTICAS/ MATEMÁTICAS Y LITERATURA INFANTIL | Resumen: | Estos cuentos con problemas, o estos problemas con cuento, son historias cortas con unos protagonistas que corren aventuras y que no paran de meterse en líos, y además en liós problemáticos ya que para salir de ellos tienen que resolver algún problema. Y lo menos que puedes hacer tú como lector es ayudarles a resolverlos. | Nota de contenido: | La isla del tesoro.- En el pueblo.- Gladiador no quiere ser Gladiator.- A charlie no le gusta el chocolate.- Llueve sobre Lisboa.- Esquimales.- Soluciones |
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) 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