To understand the rates available, it's helpful to know the mid-market exchange ratefor your currency pair. You can find this from our currency table, or using an online currency converter. The mid-market exchange rate matters because it's the rate banks and currency exchange services get when they buy and sell currency on the global markets. By using the mid-market exchange rate as a benchmark, you can see if the provider has added a markup to the rate they pass on to customers. Every effort is employed to ensure accuracy of exchange rates and information relating to money transfers. However, we do not offer any financial advice or recommendations.
With the breakdown of the Bretton Woods system, sterling floated from August 1971 onwards. At first, it appreciated a little, rising to almost $2.65 in March 1972 from $2.42, the upper bound of the band in which it had been fixed. The sterling area effectively ended at this time, when the majority of its members also chose to float freely against sterling and the dollar. In 1707, the Kingdom of England and the Kingdom of Scotland merged to form the Kingdom of Great Britain. In accordance with the Treaty of Union, the currency of Great Britain was sterling, with the pound Scots soon being replaced by sterling at the pegged value.
As of 2020, it is ranked fourth in value held as reserves. Strictly speaking, it is necessary for the debtor to offer the exact amount due as there is no obligation for the other party to provide change. Gold coins included the half-crown, crown, angel, half-sovereign (10/–) and sovereign (£1).
You'll get the real mid-market rate every time and a low up-front fee. Alternatively if you need to hold multiple currencies at once to ensure you transfer at the best time, try using a free multi-currency account service. Simple and user friendly US Dollar Exchange Rate Calculator and Forex conversions with other currencies. The table given below shows today's exchange rate of USD against world's major currencies. Banks and other transfer services have a dirty little secret. They add hidden markups to their exchange rates - charging you more without your knowledge.
- The vote to leave the EU was seen as negative for the British economy as it would be forced to renegotiate trade deals and this uncertainty led to investors pulling http://becketttoes222.trexgame.net/currency-capabilities-by-country money out of the U.K.
- Questions and responses on finder.com are not provided, paid for or otherwise endorsed by any bank or brand.
- Create a chart for any currency pair in the world to see their currency history.
- I was trying to convert the price of a bass guitar I wanted into pounds, this really helped.
- Following the global financial crisis in late 2008, the pound depreciated sharply, reaching $1.38 on 23 January 2009 and falling below €1.25 against the euro in April 2008.
Send money directly from a current account you can open for free! We update our data regularly, but information can change between updates. Confirm details with the provider you're interested in before making a decision. Effective June 24, 2019, the Federal Reserve Board staff will make a change to the indexation of the daily Broad, AFE, and EME dollar indexes. Opinions expressed here are author's alone, not those of any bank, credit card issuer, hotel, airline, or other entity.
U S Inflation At 79% Highest Since 1982 As Prices Surge For Gas, Food And Shelter
Several colonies and dominions adopted the pound as their own currency. These included Australia, Barbados, British West Africa, Cyprus, Fiji, British India, the Irish Free State, Jamaica, New Zealand, South Africa and Southern Rhodesia. Some of these retained parity with sterling throughout their existence (e.g. the South African pound), while others deviated from parity after the end of the gold standard (e.g. the Australian pound). These currencies and others tied to sterling constituted the sterling area. In 1158, a new coinage was introduced by King Henry II which was struck from 92.5% silver, with 20.82 grains (1.349 g) of fine silver per coin. Called sterling silver, the alloy is harder than the 99.9% fine silver that was traditionally used, and sterling silver coins did not wear down as rapidly as fine silver ones.
<img src="data:image/jpeg;base64,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"