Diapositiva 1

ITALY

By: Leire A., Leire Ch., Maider D., Maider F. eta Andrea A.

CONTENT PAGE-Location of the country in the world (Hemisphere, continent...) -Limits of the country (oceans and seas, lakes, mountain ranges...)-Main forms of the relief of the country (Highest peak, main plains, main plateaux, etc.)-Which forms of the relief are important for the country? Why?

Italy is situated in the north hemisphere and its continent is Europe.

LIMITS OF ITALY

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http://saludypsicologia.com/wp-content/gallery/naturaleza-zen/oceano-pacifico.jpg-Italy is limited with the Indian Ocean and with the mediterranean sea.

http://upload.wikimedia.org/wikipedia/commons/thumb/8/81/Torino-po.jpg/280px-Torino-po.jpg-The largest river of Italy is the river Po, it has652 km. The second largestRiver is the river Adigio andIt has 409 km.Rivers

The river Po

http://es.dreamstime.com/norte-del-r-iacuteo-del-lago-garda-thumb2853091.jpg-The most popular mountain ranges are The Alps (or Dolomits). The highest mountain of the Alps is the Marmolada with 3342 metres. There are many village near The Alps, such as Corvara in Badia.

Mountain ranges

The Alps

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data:image/jpg;base64,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

http://www.lagodigardahotels.net/images/lagodigarda03.jpg-The largest lake of Italy is the Garda with 370 km. The second largest lake is the Mayor with 410 metres. And the thirth largest lake is the Iseo.Lakes

The Garda lake

MAIN FORMS OF THE RELIEF

Highest peak-The highest peak of Italy is the Mont Blanc, with 4810 metres.

The Mont Blanc

Main plains-The most important plains of Italy are Campidano, Plain of Catania, Po Valley, Tavoliere delle Puglie and Venetian plain.

The Campidanos plain

Main plateaux -The most important plateaux of Italy are Campo Imperatore, Giara di Gesturi, Kras and Murgia.

The Krast plateaux

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