El planeta de los tres estados
3º Quincena (del 15 al 26 de octubre)
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La búsqueda de materiales para construir su nueva casa permitió a
Tuarín y Mausek conocer mejor los recursos que les brindaba su entorno.
Hasta ahora habían empleado la piedra, las ramas de árboles, los huesos
de animales… y los utilizaban tal y como los encontraban.
Con el paso del tiempo aprendieron a utilizar otros materiales y ,
sobre todo, descubrieron técnicas nuevas para tratarlos o mezclarlos.
Así aprendieron a extraer de la tierra los metales, fundirlos y
combinarlos para sacar otros nuevos, quemar madera para obtener carbón,
fundir la arena para obtener el vidrio, a obtener la sal del agua del
mar para conservar alimentos, mezclar agua con tierra y tallos de
gramíneas para fabricar bloques que utilizarían en la construcción de
chozas, etc.
Para todo ello tuvieron que conocer las propiedades de las sustancias
que utilizaban, las cantidades que debían emplear y los pasos que debían
seguir en cada proceso. Todo lo que hacían habría que anotarlo de
alguna forma para poder recordarlo más tarde.
Sin saberlo, Tuarín y Mausek se habían convertido en los primeros
alquimistas del planeta y esto llenó de satisfacción al mago Neodimio
que veía en ellos la posibilidad de un gran avance en la utilización de
todos los recursos que les ofrecía la naturaleza.
1ª sesión :
. Resumen de la lectura "el primer alquimista".
. Mira en la página 77 del libro y dibuja los símbolos que suelen utilizarse para advertir de la peligrosidad de algunas sustancias.
. Busca en el diccionario el significado de las siguientes palabras:
tóxico, comburente, inflamable, corrosivo y nocivo.
. ¿Qué precauciones crees que se deben tomar con las sustancias inflamables?.
. Nos leemos varias veces la página 70 del libro hasta saber de que trata.
2ª sesión:
. Averigua:
¿ Qué es la materia?
¿ En cuantos estados podemos encontrarla?
¿ Cómo se clasifican sus propiedades generales?
¿ Cuáles son?
¿ Qué son las propiedades específicas?
¿ Cuáles son?
. Completa:
. La masa es ................. y se mide en .........
. El volumen es ................................. Se mide en .......................
. Si medimos el volumen de los líquidos se utilizan como unidad .................
. La densidad es la relación entre ................... y .................. Se mide en .......................
. Resumo la página 70 del libro
. Leo con mucha atención la página 71 para averiguar como se calcula la densidad y nos aprendemos la fórmula después de comprenderla.
3ª sesión
En clase:
Medimos la masa y el volumen de algunas sustancias.
Calculamos su densidad.
Completamos en la libreta añadiéndoles otras propiedades específicas.
4ª sesión
. Hacemos el resumen de la Página 72 del libro y leemos con atención la página 73
. Averigua:
- ¿Qué son las sustancias puras?
- ¿qué son mezclas?
- ¿Qué son disoluciones?
- ¿Que procedimientos pueden emplearse para separar los componentes de una mezcla?.
. Completa la tabla:
Sustancias Pura Mezcla Disolución
Hierro
Agua y arena
Agua salada
Café con leche
Ensalada
Cobre
Aire
Hormigón
5ª sesión
. Hacemos en casa y en clase mezclas y disoluciones a partir de varias sustancias.
. Buscamos procedimientos de separación de las mezclas y disoluciones realizadas.
6ª sesión
. Leemos y resumimos la página 74 del libro.
. Averiguamos:
- ¿Qué clases de cambios puede sufrir la materia?
- ¿En qué consisten los cambios físicos?
- ¿Cuales pueden ser?
- ¿En qué consisten los cambios químicos?
- ¿Qué nombre reciben los cambios?
. Completa:
- Las deformaciones se producen cuando ............... y ........................
- Los cambios de estado se producen cuando .................
- Las dilataciones son ................................... cuando...................
- Las contracciones son ................................ cuando
- Las sustancias que reaccionan en una reacción química se llaman .....................
- Las sustancias que se obtienen en una reacción química se llaman ................
7ª Sesión
. Provocamos cambios físicos en algunas sustancias.
. Provocamos un cambio químico: reacción química.
Una reacción
química es un proceso por el cual una o más sustancias, llamadas
reactivos, se transforman en otra u otras sustancias con propiedades
diferentes, llamadas productos.
.
Hacemos la página 76 del libro.
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)
8ª Sesión
Leemos página 78 y hacemos en casa los experimentos que propone página.
Hacemos las actividades de la página 75.