The GBP/USD is among the top five most widely traded pairs in the world. It is affected by factors that influence the value of the British pound and/or the U.S. dollar in relation to each other and other currencies. For this reason, the interest rate differential between the Bank of England and the Federal Reserve will affect the value of these currencies when compared to each other. It is affected by economic indicators and actions by the central banks in both countries to boost or devalue their currency. GBP/USD is the third-largest trading pair, accounting for about 11% of the total forex market.
The move prompted several other currencies to be devalued against the dollar. The original English colonies on mainland North America http://trevorhmzb811.image-perth.org/send-money-to-india were not party to the sterling area because the above-mentioned silver shortage in England coincided with these colonies' formative years. As a result of equitable trade , the Spanish milled dollar became the most common coin within the English colonies.
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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.
- From mid-2003 to mid-2007, the pound/euro rate remained within a narrow range (€1.45 ± 5%).
- Because the League's money was not frequently debased like that of England, English traders stipulated to be paid in pounds of the "Easterlings", which was contracted to "'sterling".
- The ruble is the biggest gainer among 31 major currencies, according to data tracked by Bloomberg, and has overtaken the Brazilian real, which is up 9% this year.
- The Bank of England introduced £5 polymer banknotes in September 2016, and the paper £5 notes were withdrawn on 5 May 2017.
- The direction of the AUD/USD on Friday is likely to be determined by trader reaction to .6891.
- Use the currency transfer calculator below to compare exchange rates and fees for sending USD to United Kingdom.
P), new penny , and two new pence coins and the withdrawal of the penny and threepence coins. The copper penny was the only one of these coins to survive long. In addition to these internal criteria, the UK would have to meet the European Union's economic convergence criteria before being allowed to adopt the euro.
Physical Market Benefits
The direction of the AUD/USD on Friday is likely to be determined by trader reaction to .6891. The information on this website does not take into account the investment objectives, financial situation and needs of any particular person. In the other states, the program is sponsored by Community Federal Savings Bank, to which we're a service provider.
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"