USOS DEL AGUA

USOS DEL AGUA

Autor: JOSÉ FRANCISCO CORTÉS RUÍZ VELASCO

E-mail: francisco.cortes.ruiz.velasco@gmail.com

Área: CIENCIAS EXPERIMENTALES

Nivel: MEDIO SUPERIOR



INTRODUCCIÓN

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 El agua es fundamental para todas las formas de vida conocida. Los humanos consumen agua potable. Los recursos naturales se han vuelto escasos con la reciente población mundial y su disposición en varias regiones habitadas es la preocupación de muchas organizaciones gubernamentales. A pesar de ser una sustancia tan abundante, sólo supone el 0,022% de la masa de la Tierra . Se puede encontrar esta sustancia en prácticamente cualquier lugar de la biosfera y en los tres estados de agregación de la materia: sólido , líquido y gas . El 97% es agua salada, la cual se encuentra principalmente en los océanos y mares; sólo el 3% de su volumen es dulce. De esta última, un 1% está en estado líquido, componiendo los ríos y lagos. El 2% restante se encuentra en estado sólido en capas, campos y plataformas de hielo en las latitudes cercanas a los polos. Fuera de las regiones polares del agua dulce se encuentra principalmente en humedales y, subterráneamente, en acuíferos. Hacia el 1970 se consideraba ya que la mitad del agua dulce del planeta Tierra estaba contaminada. El agua representa entre el 50 y el 90% de la masa de los seres vivos (aproximadamente el 75% del cuerpo humano es agua; en el caso de las algas , el porcentaje oscila el 90%). Pero ¿Por qué es indispensable el agua para la vida?

TAREA

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 Realizarás una búsqueda de información en internet para contestar la pregunta ¿Por qué es indispensable el agua para la vida? pregunta que contestarás elaborando un mapa mental, el cual compartirás con tus compañeros en plenaria.

PROCESO

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 1. Forma equipo de 5 o 6 personas. 2. Individualmente busquen la siguiente información: a) ¿Qué se entiende por usos consuntivos y no consuntivos del agua? b) Usos del agua en el hogar,industria, agricultura, ¿qué otras aplicaciones se le pueden dar al agua? c) ¿Cuál es el uso que se le da al agua que representa el mayor consumo? d) ¿Qué se entiende por grado de presión del recurso hídrico y que estado de la república mexicana presenta su índice más alto? e) ¿Qué se entiende por agua virtual y cuales son los tres productos de mayor consumo? f) ¿Cuáles son las principales fuentes de recursos hídricos en nuestro país? g) Señala las principales funciones del agua en el cuerpo humano y su relación con la conservación de la salud. h) Representa la importancia del agua para el sostenimiento de la vida en el planeta. 3. Intercambia tu información con tu equipo en clase y en conjunto construyan un mapa mental con la pregunta ¿Por qué es indispensable el agua para la vida? como idea central. 4. De forma individual redacta una conclusión respondiendo la pregunta anterior en máximo una cuartilla.

RECURSOS

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 Las siguientes ligas contienen información validada sobre el uso del agua, da un click sobre ellas para acceder a la información

USOS DEL AGUA. - http://www.portaleducativo.net/cuarto-basico/638/El-agua-sus-diferentes-usos-y-conservacion
CONAGUA - http://www.conagua.gob.mx/Contenido.aspx?n1=3&n2=60&n3=87&n4=34
- http://www.conagua.gob.mx/CONAGUA07/Contenido/Documentos/Capitulo_3.pdf
FUNCIONES DEL AGUA EN EL CUERPO - https://doc.co/wuPBHn
AGUA Y SU RELACIÓN CON EL PLANETA - http://www.elementalwatson.com.ar/Revista%201%20N%201b.pdf
RÚBRICA DE EVALUACIÓN - http://portalacademico.cch.unam.mx/materiales/prof/matdidac/sitpro/exp/quim/quim2/quimicII/6d617061735f6d656e74616c65735f696e666f726d616369c3b36e.pdf

EVALUACIÓN

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 Esta actividad será evaluada de acuerdo a la rúbrica que podrás consultar en la sección de RECURSOS y corresponde al 70% de la evaluación. 10% participación activa en clase 20% conclusión individual en una cuartilla como máximo.

CONCLUSIÓN

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En máximo una cuartilla redacta tu conclusión respondiendo la pregunta ¿Por qué es indispensable el agua para la vida?

CRÉDITOS


-Aula Tecnológica Siglo XXI: www.aula21.net


(Página creada con 1,2,3 Tu WebQuest - http://www.aula21.net/)