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/ George Polya
Título : | Cómo plantear y resolver problemas | Tipo de documento: | texto impreso | Autores: | George Polya, Autor | Editorial: | México D.F. [México] : Trillas | Fecha de publicación: | 2008 | Número de páginas: | 215 p | Dimensiones: | 23 cm | ISBN/ISSN/DL: | 978-968-240-064-3 | Clasificación: | Ciencias Sociales:Pedagogía-Educación
| Palabras clave: | DIDÁCTICA,RESOLUCIÓN-DE-PROBLEMAS,MÉTODOS | Clasificación: | 371.3 Didáctica-Métodos de enseñanza y estudio | Resumen: | Este libro no proporciona la solución estereotipada de los problemas, sino los procedimientos originales de cómo se llegó a su solución, de los caminos para resolver problemas en cuanto tales y predispone el pensamiento de tal manera que actúe instintivamente cuando se presente un problema a resolver. | Nota de contenido: |
Prefacios. Para resolver un problema se necesita: I.Comprender el problema. II.Concebir un plan. III.Ejecución del plan. IV.Examinar la Introducción. 1.En el salón de clases. 2.Cómo resolver un problema: un diálogo. 3.Breve diccionario de heurística. 4.Problemas sugerencias, soluciones. |
Cómo plantear y resolver problemas [texto impreso] / George Polya, Autor . - México D.F. (México) : Trillas, 2008 . - 215 p ; 23 cm. ISBN : 978-968-240-064-3 Clasificación: | Ciencias Sociales:Pedagogía-Educación
| Palabras clave: | DIDÁCTICA,RESOLUCIÓN-DE-PROBLEMAS,MÉTODOS | Clasificación: | 371.3 Didáctica-Métodos de enseñanza y estudio | Resumen: | Este libro no proporciona la solución estereotipada de los problemas, sino los procedimientos originales de cómo se llegó a su solución, de los caminos para resolver problemas en cuanto tales y predispone el pensamiento de tal manera que actúe instintivamente cuando se presente un problema a resolver. | Nota de contenido: |
Prefacios. Para resolver un problema se necesita: I.Comprender el problema. II.Concebir un plan. III.Ejecución del plan. IV.Examinar la Introducción. 1.En el salón de clases. 2.Cómo resolver un problema: un diálogo. 3.Breve diccionario de heurística. 4.Problemas sugerencias, soluciones. |
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) 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