Best Usd To Gbp Exchange Rates Compared Live

Accurately and quickly converts Brittish and American monetary units. I've been searching for numerous currency values to the dollar, and this is most likely one of the simplest and most helpful sites around. It took me a few minutes to find you, but yours is hands-down the most helpful, easy to use conversion calculator on the internet! I was not sure how much to pay the tow truck driver, but I hopped on my lap top and found...

If you’re struggling to make a decision or unsure about using any of these services, feel free to contact us at with any enquiries you have and we will get back to you within a few hours. The provider will transfer your funds in the right currency directly to the recipient without any intermediaries. MoneyTransfers.com is a comparison website aiming to match you with the best money transfer providers for your needs when transferring money online. If you are looking to make an international transfer, in some cases you might need to know the SWIFT/BIC code of your recipient in United Kingdom.

Furthermore, the recent victory of pro-European Sien Finn in Ireland’s election has exacerbated the Brexit issue. The strength of the US dollar on the risk aversion wave is also exerting downward pressure. The UK GDP for Q fell to https://www.travelex.co.uk/currency/currency-pairs/gbp-to-usd 0.8% vs 1.0% forecast, with the monthly indicator turning negative. Available via annual subscription to one or more of CEIC’s global and premium databases. Includes 336 key indicators for United States, curated by CEIC analysts.

A free tool called the Forex Calendar helps you stay on top of fundamental updates taking place in the forex market. This includes dates of economic news releases, with their previous and expected values. It helps to research issues ahead and attempt to anticipate potential market movements that could be triggered by favorable or unfavorable economic data released in either Great Britain or the United States.

Convert British Pound To Us Dollar

Normally, the EUR/USD is very quiet during the Asian session because economic data that affects the fundamentals of those currencies is released in either the European or U.S. session. Once traders in Europe get to their desks a flurry of activity hits the tape as they start filling customer orders and jockey for positions. At noon activity slows down as traders step out for lunch and then picks back up again as the U.S. comes online. West Texas Intermediate , futures on NYMEX, is trading lackluster in the early European session after https://emilioiroh649.edublogs.org/2022/05/14/pharmaceutical-glass-packaging-sales-market-size-and-forecast/ a firmer rebound in the last two trading sessions. The oil prices are bent toward the bulls despite surging demand worries and the promise of higher oil production from the Middle East. This process usually takes 1-2 days for the recipient to receive their money, but some providers can send money instantly.

First, we expect that policymaking is now essentially on hold in the lead-up to the 2023 presidential election. For instance, efforts to unwind Nigeria’s expensive fuel subsidy scheme were scrapped in March. While President Muhammadu Buhari is barred from seeking re-election, a devaluation in the months ahead of the vote could be seen as an embarrassment for the ruling All Progressives Congress. Many politicians in Nigeria oppose any weakening of the naira, believing that a strong currency is a sign of economic success and provides a boost to consumers. We believe that policymakers will leave the exchange rate stable for the remainder of 2022.

Real-time last sale data for U.S. stock quotes reflect trades reported through Nasdaq only. Intraday data delayed at least 15 minutes or per exchange requirements. Changes over time in the current-dollar measures provided in the NIPAs may reflect a change in quantity, a change in price, or a combination of both.

Since both GBP and USD became floating currencies in 1971, the strongest Pound to Dollar rate to date has been £1.00/$2.649 recorded on 6th March 1972. The lowest ever Pound to Dollar rate is £1.00/$1.054 recorded on 25th February 1985. This surge in the value of the Dollar was largely due to raised interest rates during the 1980s, and generally speaking, the Pound sterling is stronger than the US Dollar. When considering how to send money United Kingdom from United States there are some key aspects of the transfer that will impact the best provider for your needs.

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"