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What links here Related changes Upload file Special pages Permanent link Page information Cite this page Get shortened URL Download QR code This is a list of all airline codes.The table lists the IATA airline designators, the ICAO airline designators and the airline call signs (telephony designator). ...
The United Kingdom of Great Britain and Northern Ireland, commonly known as the United Kingdom (UK) or Britain,[k] is a country in Northwestern Europe, off the north-western coast of the continental mainland.[13][14] It comprises England, Scotland, Wales, and Northern Ireland.[15] It includes the island of Great Britain, the north-eastern part ...
Taiwan is not a IMF member but it is still listed in the official IMF indices. Note that several leading GDP-per-capita (nominal) jurisdictions may be considered tax havens, and their GDP data subject to material distortion by tax-planning activities. Examples include Bermuda, the Cayman Islands, Ireland and Luxembourg.
Sir Charles Spencer Chaplin KBE (16 April 1889 – 25 December 1977) was an English comic actor, filmmaker, and composer who rose to fame in the era of silent film. He became a worldwide icon through his screen persona, the Tramp, and is considered one of the film industry's most important figures. His career spanned more than 75 years, from ...
Burj Khalifa. The Burj Khalifa [a] (known as the Burj Dubai prior to its inauguration) is a skyscraper in Dubai, United Arab Emirates. It is the world's tallest structure. With a total height of 829.8 m (2,722 ft, or just over half a mile) and a roof height (excluding antenna, but including a 242.6 m spire) [2] of 828 m (2,717 ft), the Burj ...
Charles III (Charles Philip Arthur George; born 14 November 1948) is King of the United Kingdom and the 14 other Commonwealth realms.[note 1] Charles was born in Buckingham Palace during the reign of his maternal grandfather, King George VI, and became heir apparent when his mother, Queen Elizabeth II, acceded to the throne in 1952. He was ...
t. e. In trigonometry, trigonometric identities are equalities that involve trigonometric functions and are true for every value of the occurring variables for which both sides of the equality are defined. Geometrically, these are identities involving certain functions of one or more angles. They are distinct from triangle identities, which are ...