Real disposable income fell 2% as inflation offset nominal gains. Pound Sterling is the fourth most traded currency in the world and as a result, there are flexible transfer options when sending money to United Kingdom. Popular pay-out methods include cash pick-up, bank or mobile wallet deposit and international money orders or postal orders. As two of the strongest, closely linked economies in the world, converting the British Pound to the US Dollar is a common foreign exchange transfer corridor used by millions on a daily basis. The conversion of Pound sterling to US dollar is presented as GBP/USD.

The GDP deflator is the better index if the subject is a capital investment or government expenditure. It is virtually impossible to predict the GBP/USD rate months in advance, but understanding atypical price patterns and trends will equip you with a better idea of what to expect from this currency pairing. We recommend finding the most up to date mid-market rate before arranging an international money transfer of GBP to USD. We know you want to pay the lowest rate possible when exchanging and sending USD to GBP which is why wire transfers through your personal bank aren't recommended. The entire process can be very time consuming, not to mention the expensive fees. This is why CurrencyTransfer.com is vital for anyone that needs that needs to transfer USD to GBP.

US inflation cooled slightly last month but the annual rate remained near a 40-year high, leaving many Americans out of pocket. The UK currency has been shackled by reduced bets on overly hawkish action from Bank of England rate-setters priceconverter.org and growing uncertainty around the British economic outlook. Currencylive.com is a news site only and not a currency trading platform. Currencylive.com is a site operated by Wise Inc. ("We", "Us"), a Delaware Corporation.

One option is to simply translate all national figures into one common currency using exchange rates from currency markets. But because market exchange rates do not always reflect the different price levels between countries, economists often opt for a different alternative. They create a hypothetical currency, called ‘international dollars’, and use this as a common unit of measure. The idea is that a given amount of international dollars should buy roughly the same amount – and quality – of goods and services in any country. Gross Domestic Product is a measure of the total production and consumption of goods and services in the U.S. The BEA constructs two complementary measures of GDP, one based on income and one based on expenditures.

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U.S. GDP unexpectedly fell 1.4% in the first quarter, according to the Bureau of Economic Analysis’ advance estimate, down from 6.9% growth in the fourth quarter as trade became a major drag on growth. https://sg.finance.yahoo.com/quote/SGD%3DX/ Inventories and government spending also contributed negatively, offsetting growth in fixed investment and consumer spending. Spending growth remained weak, hurt by still-falling real income.

  • As a general rule, only day trade during hours where the price is moving at least 15 pips or more .
  • Opinions expressed herein are those of the authors and not necessarily those of OANDA or any of its affiliates, officers or directors.
  • Higher interest rates will do the job and curtail inflation, http://edwinmrxu467.trexgame.net/953-usd-to-gbp but it will take time.
  • USD/JPY gained some positive traction on Friday and recovered further from a two-week low.
  • 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.

Understanding the range of rates for your currency pair can help you convert currency when the rate is best for you. Choose a provider which uses the mid-market USD to GBP exchange rate and charges a low, transparent conversion fee, to make sure you're getting the best overall price for your currency conversion. Don't forget to check the rates which are offered by your chosen provider against the mid-market exchange rate shown in our currency table, to make sure you're getting a good deal. Therefore, the NIPAs provide separate estimates of changes in quantities and prices, derived as indexes that provide information on the change from some reference period.

Usd To Gbp

This is another example of relative value trumping nominal value. While the pound remained stronger than the dollar innominalterms, investors still abandoned the currency, citing its precipitous decline in relative value. The vote in favor of Brexit shocked oddsmakers and roiled world markets. It also had an immediate and pronounced effect on the British pound, which declined in value by over 8% in the 24 hours following the vote.

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"

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