Título : |
Science 1 : girls and boys, the sun and water, nature |
Tipo de documento: |
texto impreso |
Autores: |
Santillana, Autor ; Nicola Jane Graham, Adaptador ; Fabian Cardoso, Ilustrador ; ...[y otros] |
Mención de edición: |
1st ed., 3rd reprint. |
Editorial: |
México, D.F. : Richmond Publishing |
Fecha de publicación: |
2003 |
Número de páginas: |
104 p. |
Il.: |
il., col., grafs. tbls. |
Dimensiones: |
29 cm. |
Precio: |
000 |
Nota general: |
Incluye datos sobre la obra |
Idioma : |
Inglés (eng) |
Palabras clave: |
INGLES, GIRLS AND BOYS, HEALTHY FOOD, SUN WATER, NATURE |
Clasificación: |
425 |
Resumen: |
"Science shows students how fundamental scientific concepts relate to all parts of their lives. It connects sicence content and experiences to other areas of the elementary curriculum. Science introduces students to scientific methods of inquiry, which are essential for investigating the natural world. It poses relevant questions, which help students develop their powers of reazoning. It also teaches students to use appropriate scientific processes and principles in making personal decisions." |
Link: |
https://biblioteca.cuenca.gob.ec/opac_css/index.php?lvl=notice_display&id=55470 |
Science 1 : girls and boys, the sun and water, nature [texto impreso] / Santillana, Autor ; Nicola Jane Graham, Adaptador ; Fabian Cardoso, Ilustrador ; ...[y otros] . - 1st ed., 3rd reprint. . - México, D.F. : Richmond Publishing, 2003 . - 104 p. : il., col., grafs. tbls. ; 29 cm. 000 Incluye datos sobre la obra Idioma : Inglés ( eng) Palabras clave: |
INGLES, GIRLS AND BOYS, HEALTHY FOOD, SUN WATER, NATURE |
Clasificación: |
425 |
Resumen: |
"Science shows students how fundamental scientific concepts relate to all parts of their lives. It connects sicence content and experiences to other areas of the elementary curriculum. Science introduces students to scientific methods of inquiry, which are essential for investigating the natural world. It poses relevant questions, which help students develop their powers of reazoning. It also teaches students to use appropriate scientific processes and principles in making personal decisions." |
Link: |
https://biblioteca.cuenca.gob.ec/opac_css/index.php?lvl=notice_display&id=55470 |
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) 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