sábado, 17 de mayo de 2014

Los problemas del medio ambiente


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Calentamiento Global: Ocurre cuando la temperatura media del planeta aumenta por una acción humana.


Contaminación:Ocurre cuando liberamos al medio una sustancias u objetos que puedan provocar una acción negativas.

Deforestación:Es la perdida de los bosque. Por la construcción de casa, carreteras y campos de cultivos.

La perdida de biodiversidad: Es la perdida de las especies que hay en el planeta por culpa del calentamiento global, la deforestación y la contaminación

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