1 Gbp To Usd

It's worth knowing that the mid-market rate isn't always available from your regular bank or currency exchange service. You may also have to pay currency conversion fees which mean you end up with a lower GBP amount than you're expecting. Shop around and compare providers to make sure you're getting the best option available. If you're looking to get the best possible rate when you send USD to GBP, we recommend you use Wise . 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.

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The exchange rates used to translate monetary values in local currencies into ‘international dollars’ (int-$) are the ‘purchasing power parity conversion rates’ . Below we discuss where PPP rates come from, and why they can often be more useful for comparisons than market exchange rates. For two countries – A and B – the two different currencies allow for different comparisons.

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.

Gbpusd Yearly Forecast

If you have a house in London, you cannot export that house to the US or China. There are many other examples of non-tradable goods, such as public roads, basic services such as schooling, or even more trivial services such as hair-cuts. GDP is measured using prevailing national prices to estimate the value of output. This means that in order to make meaningful cross-country comparisons, it is necessary to translate figures into a common currency – i.e. use a consistent ‘unit of measure’.

The fast and reliable converter shows how much you would get when exchanging one hundred US Dollar to British Pound Sterling. Converter X provides up-to-date exchange rates on global currencies based on Open Exchange Rates. Check out the market overviewfor even more real-time currency quotes or try to apply technical analysis tools on interactive charts. The GDP-adjusted index addresses the criticism that you would expect average burger prices to be cheaper in poor countries than in rich ones because labour costs are lower. PPP signals where exchange rates should be heading in the long run, as a country like China gets richer, but it says little about today's equilibrium rate.

  • We expressly disclaim any contractual or fiduciary relationship with you on the basis of the content of our site, any you may not rely thereon for any purpose.
  • Today’s inflation data will no doubt result in some headlines proclaiming an “inflation peak”, but I would caution that it seems premature to declare that inflation is on its way down after just one release.
  • 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.
  • For instance, the four places listed in the following sentence all refer to the same country.
  • The GBP/USD tends to have a negative correlation with the USD/CHF and a positive correlation to the EUR/USD currency pairs.

Please note that, as such, these rates will vary from the rates available to our private and small business customers, due to transaction sizes and processing costs. These rates are therefore provided for indicative purposes only. The world's 10 largest economies in 2020 as measured in US dollars using current exchange rates are the United States, China, Japan, Germany, United Kingdom, India, France, Italy, Canada, and Korea. Using current exchange rates to convert national currencies to US dollars is popular because data on exchange rates are easily accessible but it has a significant drawback.

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The fact that China's Covid lockdown has spread outside of Shanghai, and is now in Beijing, means that another big Chinese region will likely incur draconian lockdowns. Already, China's energy demand has fallen 20% due to its Shanghai lockdown, so crude oil prices have substantially moderated near term. To change its interest rate policy due to inflation, and Christine Lagarde, President of the European Central Bank , recently rejected https://www.travelex.co.uk/currency/currency-pairs/gbp-to-usd increasing interest rates, despite soaring inflation rates. Benchmark data is made available on Eikon, through our financial data feeds as well as through third-party market data vendors and other redistributors. WM/Refinitiv delivers the industry’s broadest coverage, with both intraday and closing spot rates, forward rates, and NDFs. The most timely, transparent, and reliable forward and spot rates covering 150+ currencies.

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"