Iker nos ha contado que la Tierra se representa en globos terráqueos o en mapas.
Álvaro también nos lo ha explicado y nos ha puesto un ejemplo de calcular a escala.
![Resultado de imagen de representación de la tierra](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnZz5g-rWe9Lxjmo1eoo-1c8rOxYRY1bEV0eG68v9u1eUsIfsmFTbsCLjCSPou9p_NPjq65fXQwGtSWzVYI1KoLLKJp7AnsebC2rHbmkdsQ6Y5jmcWh9cUftFcc_iGYnAsQ4Bxc8bxHpTM/s320/planisferio-y-globo-terrqueo1-3-728.jpg)
El globo terráqueo, por su forma, es la representación más exacta a la Tierra. Aunque por su forma, es imposible ver toda su superficie al mismo tiempo.
El planisferio o mapa, es la forma de representar a la Tierra plana, y por ello vemos toda su superficie a la vez. Hay mapas físicos, políticos o temáticos (del tiempo, de población, del clima...).
Todos los mapas están hechos a escala. La escala es el número de veces que la realidad ha sido reducida.
Hay escalas gráficas o escalas numéricas.
La escala gráfica es una recta dividida en varias partes iguales. Las cifras nos dicen cuánto representa cada parte en la realidad.
La escala numérica se expresa en una división. El dividendo es la distancia en el mapa en cm y el divisor es la distancia real en cm.
![Resultado de imagen de escala gráfica y escala numérica](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhi5B4BFLQm8iBMpDtCBDfckZbLOCo7zlum1LjtI3_3jtJSN02JHBkhS3IhYwPYeINXhFlHZjIlAc8U8WrjpobxJ-ojEvcdQahen6cIv2DM2VaZ2nJT99tjPX5-ja2VoACZJ1CJwAKH1Sw/s400/U1-Escala-grafica-y-numerica.png)
Paula Moreta y Jairo nos han explicado los paralelos, los meridianos y la localización de un punto en un mapa a través de las coordenadas geográficas.
![Resultado de imagen de planisferio físico del mundo](https://miclaseenlanube.files.wordpress.com/2012/03/planisferio-fc3adsico.jpg)
![Resultado de imagen de mapa mundi politico santillana](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhr6j2Zw3d4HT2VcEvSp7ZVH8f1KgueKyavOX2u9YavEQhyQTehceGuECQfkhVZQv7wyz-whGFkNU4yzArkJFwDQIc9oaP4LlG28ar3-jHsLcTUTo3IOZ4IRZvWkEfK32zJ9GNvVIItsKo/s1600-r/mapa-del-mundo.jpg)
Repasamos y jugamos
Atlas mundial físico y político para estudiar
Repasa los continentes y océanos
Puzzle político
Repasa el relieve, ríos y provincias de España
Juega y aprende el relieve, ríos y países de Europa
La población en el mundo
http://www.educaplus.org/geografia/mun_poblacion.html
http://www.educaplus.org/geografia/mun_poblacion.html
La hora en el mundo
![Resultado de imagen de la hora en el mundo educaplus](data:image/jpeg;base64,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)
Ahora practica
http://contenidos.educarex.es/sama/2010/csociales_geografia_historia/flash/husohorario2.swf
Coordenadas geográficas. Juega
![Resultado de imagen de juegos de coordenadas geograficas para niños](data:image/jpeg;base64,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)
http://contenidos.educarex.es/sama/2010/csociales_geografia_historia/flash/coordenadas2.swf
http://www.educaplus.org/geografia/mun_poblacion.html
La hora en el mundo
Ahora practica
![http://contenidos.educarex.es/sama/2010/csociales_geografia_historia/flash/husohorario2.swf](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdqKajALa8csRvTefw9IWK_E-aAVJBpBd3WvqTg5IPuN-hmVWliqiozBVVRXCNVv4r6ituMdaB6l3Mwjo-S7-2GvZwpBcTxTAse43x_SATyTWSA5LazuolAKIg4w7PTM0LLOgigFrAOhEF/s320/husos+horarios.jpg)
Coordenadas geográficas. Juega
![http://contenidos.educarex.es/sama/2010/csociales_geografia_historia/flash/coordenadas2.swf](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9q1mzXZw2cW10bOrayUmrPmbVyFc5fM1Hg0rxAqpPRBFcnPLRlg458s3tRLMhmFNhsx8KLwpdwY11-pJbHbupx2p4fabBucLYHYWkV93Di_SpC7InriDXR8dx7eRQ1gX1CVAsH3oMFaLz/s320/coordenadas+2.jpg)
No hay comentarios:
Publicar un comentario