Título : | Aritmética | Tipo de documento: | texto impreso | Autores: | Aurelio Baldor | Editorial: | México : Grupo Editorial Patria | Fecha de publicación: | 2007 | Número de páginas: | 639 p. | Il.: | il. | Dimensiones: | 24 cm. | Material de acompañamiento: | con CD-Rom | Nota general: | Índice Temático. | Clasificación: | ARITMÉTICA MATEMÁTICA
| Clasificación: | 513 | Resumen: | En esta obra, el autor ha tratado de reunir un cúmulo de conocimientos matemáticos que comprenden desde los más elementales hasta los más diversificados dentro de la Aritmética. Constituye un verdadero auxiliar para el alumno de nivel medio y medio superior, ya que tiene, de manera práctica y profusamente ilustrada, numerosos ejercicios y ejemplos. | Nota de contenido: | Nociones sobre Conjuntos; Numeración. Estudio del Sistema Decimal; Estudio de otros Sistemas de Numeración; Numeración Romana; Relaciones de Igualdad y Desigualdad... | ISBN_nuevo : | 978-970-817-001-7 | Link: | ./index.php?lvl=notice_display&id=7700 |
Aritmética [texto impreso] / Aurelio Baldor . - México : Grupo Editorial Patria, 2007 . - 639 p. : il. ; 24 cm. + con CD-Rom. Índice Temático. Clasificación: | ARITMÉTICA MATEMÁTICA
| Clasificación: | 513 | Resumen: | En esta obra, el autor ha tratado de reunir un cúmulo de conocimientos matemáticos que comprenden desde los más elementales hasta los más diversificados dentro de la Aritmética. Constituye un verdadero auxiliar para el alumno de nivel medio y medio superior, ya que tiene, de manera práctica y profusamente ilustrada, numerosos ejercicios y ejemplos. | Nota de contenido: | Nociones sobre Conjuntos; Numeración. Estudio del Sistema Decimal; Estudio de otros Sistemas de Numeración; Numeración Romana; Relaciones de Igualdad y Desigualdad... | ISBN_nuevo : | 978-970-817-001-7 | Link: | ./index.php?lvl=notice_display&id=7700 |
| ![Aritmética 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) 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