martes, 2 de junio de 2020

TEMA 2 EL RELIEVE

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

Vamos a empezar en el Punto 2 del tema, porque en Biologia habeis visto la parte de la estructura de la Tierra: corteza, manto y nucleo.

Asi que nos vamos al punto siguiente, el 2.

En este primer punto se habla sobre todo de la teoria de la Tectonica de Placas, de su autor que fue Wegener y de como sucede ese movimiento entre las placas que conforma la Tierra.

Os dejo aqui informacion para que ampliemos esta parte y podais contestar a las actividade de ampliacion que os pongo abajo.

Si alguien necesita que le aclare algo, que me pregunte por correo.


Video sobre la Tectonica de Placas


Mapa sobre las Placas Tectonicas de la Tierra
https://i.pinimg.com/originals/b5/76/14/b576144be87d3c819e500465817d20de.png




TAREAS

Mandarmelo todo por correo.
  • Explica con tus palabras, Que es la Tectonica de placas?
  • Busca una breve informacion sobre quien era WEGENER y porque o como llego a descubrir la teoria que lleva su nombre
  • Placas Tectonicas, contesta a estas preguntas
  1. Enumera todas las placas que existen en la Tierra
  2. Sobre que placa estamos nosotros?
  3. Es peligroso vivir en una zona donde confluyen dos placas?

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