1 Usd To Gbp

This is an excellent additional signal or filter in Forex technical analysis. Inflation in the United States eased a bit with gains in consumer prices slowing some in August, according to government data released Tuesday, Sept. 14. The pace of inflation accelerated in September as Americans paid more for food, rent, new vehicles and other items, government data released Wednesday, Oct. 13, shows. MarketPulse is an award-winning news site that delivers round-the-clock commentary on a wide range of asset classes, as well as in-depth insights into the major economic trends and events that impact the markets. Opinions expressed herein are those of the authors and not necessarily those of OANDA or any of its affiliates, officers or directors. If you would like to reproduce or redistribute any of the content found on MarketPulse, please access the RSS feed or contact us at © 2020 OANDA Business Information & Services Inc.

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. View the US Dollar to British Pound Exchange Rate and send money to United Kingdom . We strive to provide you with information about products and services you might find interesting and useful. Relationship-based ads and online behavioral advertising help us do that. I am very interested in the United Kingdom so i was looking for a way to learn using the british pound,thanks this page helped me a lot.

The Conservative and Liberal Democrat coalition government (2010–2015) ruled out joining the euro for that parliamentary term. Note that there is no single "correct" measure of value over time, and economic historians use one or more different series depending on the context of the question. This comparator uses price series; however, if you go to the relative worth comparators for the United States and the United Kingdom, you will find others. AUD/USD is the abbreviation for the currency cross of Australia and the United States and it is the fourth most traded currency pair. The British pound has historically http://remingtonygyj360.iamarrows.com/convert-indian-rupee-to-hong-kong-dollar been stronger than the U.S. dollar, meaning a single pound is worth more than a single dollar.

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.

  • The coins were issued gradually into circulation, starting in mid-2008.
  • Under continuing economic pressure, and despite months of denials that it would do so, on 19 September 1949 the government devalued the pound by 30.5% to $2.80.
  • Please note that technical indicators don’t provide a full representation of what’s happening in the cryptocurrency market.
  • If not otherwise explicitly mentioned in the body of the article, at the time of writing, the author has no position in any stock mentioned in this article and no business relationship with any company mentioned.
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However, there will be a spread (if you are buying, our prices will be above the market price. If you are selling, our price will be below the market price). The minimum trade amount is generally an equivalent value of 10 USDT worth of coins. Minimum and maximum trade amounts will be dependent on the coin / pair and can be previewed before entering in a trade amount. Please note that technical indicators don’t provide a full representation of what’s happening in the cryptocurrency market. Before making the decision to buy or sell any cryptocurrency, you should carefully consider both technical and fundamental factors, as well as your financial situation. The cryptocurrency market is also highly volatile, which means it may not be suitable for investors with a low risk tolerance.

Physical Market Benefits

HM Treasury has reserve powers to give orders to the committee "if they are required in the public interest and by extreme economic circumstances" but such orders must be endorsed by Parliament within 28 days. The result of the 2016 UK referendum on EU membership caused a major decline in the pound against other world currencies as the future of international trade relationships and domestic political leadership became unclear. The referendum result weakened sterling against the euro by 5% overnight. The night before the vote, the pound was trading at €1.30; the next day, this had fallen to €1.23. By October 2016, the exchange rate was €1.12 to the pound, a fall of 14% since the referendum. By the end of August 2017 the pound was even lower, at €1.08.

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"