Título : |
Los Inventos a través del tiempo : Inventores e ideas ingeniosas. |
Tipo de documento: |
texto impreso |
Autores: |
Peter Turvey ; Catalina Martínez, Traductor |
Editorial: |
Madrid [España] : Anaya |
Fecha de publicación: |
1998 |
Colección: |
A través del tiempo num. 3 |
Número de páginas: |
48 p. |
Il.: |
il. |
ISBN/ISSN/DL: |
978-84-207-5639-4 |
Nota general: |
Contiene cronología, glosario. |
Idioma : |
Español (spa) Idioma original : Inglés (eng) |
Palabras clave: |
INVENTOS,IDEAS INGENIOSAS, |
Clasificación: |
608 Inventos |
Resumen: |
Historia de los inventos que ha llevado a la humanidad hacia el progreso, desde el descubrimiento del fuego a los microprocesadores y las estaciones espaciales del futuro. |
Nota de contenido: |
Los orígenes.- Clasicismo.- Edad media.- Renacimiento.- El siglo XVII.- eL SIGLO XVIII.-El vapor.- Motores.- El siglo XX.- 1910-1919.-
1930-1939.- 1940-1949.- 1950- 1959.- 1960-1969.- 1970-1979.- 1980-1989.- Trabajo y hogar.- Biotecnología.- Tecnología ecológica.- El futuro.- Cronología. |
Link: |
https://biblioteca.cuenca.gob.ec/opac_css/index.php?lvl=notice_display&id=55995 |
Los Inventos a través del tiempo : Inventores e ideas ingeniosas. [texto impreso] / Peter Turvey ; Catalina Martínez, Traductor . - Madrid [España] : Anaya, 1998 . - 48 p. : il.. - ( A través del tiempo; 3) . ISBN : 978-84-207-5639-4 Contiene cronología, glosario. Idioma : Español ( spa) Idioma original : Inglés ( eng) Palabras clave: |
INVENTOS,IDEAS INGENIOSAS, |
Clasificación: |
608 Inventos |
Resumen: |
Historia de los inventos que ha llevado a la humanidad hacia el progreso, desde el descubrimiento del fuego a los microprocesadores y las estaciones espaciales del futuro. |
Nota de contenido: |
Los orígenes.- Clasicismo.- Edad media.- Renacimiento.- El siglo XVII.- eL SIGLO XVIII.-El vapor.- Motores.- El siglo XX.- 1910-1919.-
1930-1939.- 1940-1949.- 1950- 1959.- 1960-1969.- 1970-1979.- 1980-1989.- Trabajo y hogar.- Biotecnología.- Tecnología ecológica.- El futuro.- Cronología. |
Link: |
https://biblioteca.cuenca.gob.ec/opac_css/index.php?lvl=notice_display&id=55995 |
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) 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