Convert Pounds Sterling Gbp And United States Dollars Usd

Very good page for checking exchange rates, helps me in all my needs. This page is updated daily to reflect the most recent exchange rates. Pound Sterling is the currency in Channel Islands , Isle of Man, and United Kingdom . Pound Sterling is also known as the British Pound, the United Kingdom Pound, UKP, STG, the English Pound, British Pound Sterling, BPS, and Sterlings. The United States Dollar is also known as the American Dollar, and the US Dollar. The exchange rate for Pound Sterling was last updated on May 11, 2022 from The International Monetary Fund.

- Over the medium run, it is projected that ongoing reforms would improve the country's potential growth. The Gross Domestic Product of a country gives an economic snapshot that may be used as a tool for estimating a country's economic size and growth rate. Expert analysis of opportunities and risks across emerging and frontier markets. We have pencilled in a fall to NGN430/USD by the end of next year, and an average decline of 1.7% on 2022 levels. While we expect that reserves will remain robust in 2023, the actual pace of currency depreciation will depend more heavily on the outlook of the next president.

Americans' expenditures on food amount to 12 percent of household budgets on average. Among Federal Government outlays on farm and food programs, nutrition assistance far outpaces other programs. It is not investment advice or a solution to buy or sell securities. Opinions are the authors; https://www.exchangerates.org.uk/Dollars-to-Pounds-currency-convers... not necessarily that of OANDA Corporation or any of its affiliates, subsidiaries, officers or directors. The British pound is in positive territory, as the currency tries to break a four-day losing streak. In http://devincbes431.theglensecret.com/us-dollar-to-singapore-dollar-exchange-rate-convert-usd the European session, GBP/USD is trading at 1.2355, up 0.36% on the day.

For more than 20 years, WM/Refinitiv FX rates have served as fully independent, objective, and unbiased sources for FX data. We pledge to ensure that the benchmarks remain trusted and fundamental components of market infrastructure – and are continually enhanced as market needs change. As we can see, price level differences between developed and developing countries are much larger than those between Spain and England. The amount of goods and services that you can buy with 500 US dollars in the US is very different to what you can buy with 500 US dollars in rural India. Just because the forex market is open 24-hours a day, doesn't mean every one of those hours is worth trading. The National Health Expenditure Accounts are the official estimates of total health care spending in the United States.

Foreign Exchange And Trade

It is unclear whether the constituent countries are considered a first-level subdivision of the United Kingdom, or if the former devolved and currently statistical regions of England are either. Greater London is considered a first-level subdivision as the only devolved region of England. I order documents pertaining to my genealogy research from the General Records Office in England. It is good to know approximately how much money a document will cost me. I did not realize this until I started converting the GBP into USD. It was so helpful for me to convert cause i had to check the flight rates...

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. For example, if you were converting 800 British pounds into U.S. dollars on March 16, 2022, you would multiply £800 x 1.31$/£ to get $1048 USD. To convert from dollars to pounds, you would simply divide by the exchange rate rather than multiply. James Chen, CMT is an expert trader, investment adviser, and global market strategist. He has authored books on technical analysis and foreign exchange trading published by John Wiley and Sons and served as a guest expert on CNBC, BloombergTV, Forbes, and Reuters among other financial media. The gross domestic product measures of national income and output for a given country's economy.

IG International Limited is licensed to conduct investment business and digital asset business by the Bermuda Monetary Authority. Use this to see how IG client accounts with positions on this market are trading other markets. Data is calculated to the nearest 1%, and updated automatically every 15 minutes. The percentage of IG client accounts with positions in this market that are currently long or short.

US inflation dipped in April, but still came in above the forecast. Headline CPI dropped from 8.5% to 8.3%, above the estimate of 8.1%. Core CPI came in at 6.2%, down from 6.5% but above the estimate of 6.0%. The US dollar is broadly lower as a result, although the decline would have been sharper had the estimates been right on.

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"

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