Foreign Exchange Rates

I am glad I saw you guys before I bid on an item, because did not know how to convert the exchange rate. The Dollars to Pounds exchange rate shown is updated live around every 10 seconds. The charts are updated when the page is reloaded and go back about 10 priceconverter.org years, so you can get a good idea of fluctuations in the exchange rate. We'll send you https://milotuaa963.page.tl/Pound-Canadian-Dollar-Exchange-Rate-News.htm the exchange rate, best deal, and other helpful tips. Banks and traditional providers often have extra costs, which they pass to you by marking up the exchange rate.

It is not investment advice or a solution to buy or sell securities. Opinions are the authors; not necessarily that of OANDA Corporation or any of its affiliates, subsidiaries, officers or directors. The portal allows users to convert “old” versions of tokens to new https://priceconverter.org/ versions that, for example, may have resulted from project teams implementing a token swap. The old versions can only be traded into the new versions. "A medieval silver coin; a double petard of Charles the Bold, Duke of Burgundy, Count of Flanders (1467 – 1477)".

The initial amount stated to be created through this method was £75 billion, although Chancellor of the Exchequer Alistair Darling had given permission for up to £150 billion to be created if necessary. It was expected that the process would continue for three months, with results only likely in the long term. By 5 November 2009, some £175 billion had been injected using QE, and the process remained less effective in the long term. In July 2012, the final increase in QE meant it had peaked at £375 billion, then holding solely UK Government bonds, representing one third of the UK national debt.

  • In the British pre-decimal currency system, the term £sd for pounds, shillings and pence referred to the Roman words libra, solidus, and denarius.
  • Thus, it starts with the idea that the year the value is converted is the initial year, then that the conversion takes place the second year, and so on until the desired year.
  • The views expressed by these independent contractors on currencylive.com do not represent our views.
  • In 1826, banks at least 65 miles from London were given permission to issue their own paper money.

In fact, you can observe answers equal to twice the number of years between the initial and desired years. The reason for this is that it uses two measures, the CPI and the GDP deflator, to measure price changes in the two countries, and it uses the exchange rate for each sequential year. Thus, it starts with the idea that the year the value is converted is the initial year, then that the conversion takes place the second year, and so on until the desired year. Since the inflation rate in the two countries has not been the same, the CPI is better index if the subject is a consumer good or something else of interest to an individual. The GDP deflator is the better index if the subject is a capital investment or government expenditure.

Popular British Pound Gbp Currency Pairings

Although the British pound has been historically stronger than the U.S. dollar, it has steadily weakened from a pre-war value of around $5 dollars to the present value of $1.31. This is likely due to the relative decline of British economic power, and the loss of most of the U.K.'s overseas colonies, combined with the increasing strength of the U.S. economy. Learn more about how to find the best exchange rate for USD/AED.

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"