Measuring Worth

To alleviate the shortage of silver coins, between 1797 and 1804, the Bank of England counterstamped Spanish dollars and other Spanish and Spanish colonial coins for circulation. Until 1800, these circulated at a rate of 4/9 for 8 reales. The Bank priceconverter.org then issued silver tokens for 5/– in 1804, followed by tokens for 1/6 and 3/– between 1811 and 1816. "Black Wednesday" saw interest rates jump from 10% to 15% in an unsuccessful attempt to stop the pound from falling below the ERM limits.

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)".

In Britain's Crown Dependencies, the Manx pound, Jersey pound, and Guernsey pound are unregulated by the Bank of England and are issued independently. However, they are maintained at a fixed exchange rate by their respective governments, and Bank of England notes have been made legal tender on the islands, forming a sort of one-way de facto currency union. These currencies do not have ISO 4217 codes, so "GBP" or the non-ISO code "STG" is usually used to represent all of them; informal codes are used where the difference is important. Please contact our foreign currency service counter for applicable rates when making a transaction. In order to convert British pounds into U.S. dollars, simply multiply the number of pounds by the GBP/USD exchange rate on the day of conversion.

  • Enter the amount to be converted in the box to the left of Pound Sterling.
  • A gold penny weighing twice the silver penny and valued at 20 silver pence was also issued in 1257 but was not successful.
  • Top cryptocurrencies are featured at the Exchange-Rates.com website too, like 30 US Dollar to Bitcoin, 30 US Dollar to Ethereum, 30 US Dollar to Cardano, or 30 US Dollar to Dogecoin.
  • On 21 September 1931, this was abandoned during the Great Depression, and Browse around this site sterling suffered an initial devaluation of some 25%.
  • These currencies and others tied to sterling constituted the sterling area.

Against the US dollar, meanwhile, the pound fell from $1.466 to $1.3694 when the referendum result was first revealed, and down to $1.2232 by October 2016, a fall of 16%. The exchange rate of the pound sterling against the US dollar is referred to as "cable" in the wholesale foreign exchange markets. The origins of this term are attributed to the fact that from the mid 1800s, the GBP/USD exchange rate was transmitted via transatlantic cable. This is the page of currency pairs, US Dollar convert to British Pound Sterling.

Currency Converter Calculator

Wise is the trading name of Wise, which is authorised by the Financial Conduct Authority under the Electronic Money Regulations 2011, Firm Reference , for the issuing of electronic money. Click on the dropdown to select USD in the first dropdown as the currency that you want to convert and GBP in the second drop down as the currency you want to convert to. Wise takes the stress out of sending large amounts of money abroad — helping you save for the important things. Live tracking and notifications + flexible delivery and payment options.

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"