For instance, the four places listed in the following sentence all refer to the same country. The value of global payment transactions in Euro has been inching up to that of the U.S. dollar, data from the Swift international payment network shows. The 8.3% annual rate of inflation recorded in April was down from 8.5% the previous month but remains at a level unseen since the 1980s. The dollar weakened slightly on Wednesday ahead of US inflation data that was expected to provide insight into the Federal Reserve’s policy tightening path.
A large but not populous country like Canada, with its current population of 38.0 million, has little chance of matching the combined economic output of 329.5 million US-Americans or 1.4 billion Chinese. However, if you compare the economic output per capita, the picture is suddenly completely different. China, with 10,435 USD per inhabitant, only reaches 80th place. And right at the top are now Liechtenstein (175,814 $), Principality of Monaco (173,688 $), and Luxembourg width 116,015 $ per inhabitant.
Is The Pound Worth http://judahzvvm114.tearosediner.net/hkdinr More Than The Dollar?
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.
On a more positive note, the backlog component declined to 56 in April , so the ISM manufacturing index is expected to remain healthy due to persistent order backlogs. Also notable is that fully 17 of the 18 manufacturing industries that ISM surveyed expanded in April. Looking ahead to the second quarter, the Atlanta Fed on Wednesday revised https://sg.finance.yahoo.com/quote/SGD%3DX/ its second-quarter GDP estimate to a 2.2% annual pace, up from its previous estimate of a 1.6% annual pace. The consensus of most economists ranges from a 1.6% to a 4% annual pace, so the Atlanta Fed is in the middle of those estimates. If the supply chain bottlenecks diminish in the second quarter, I expect GDP growth to resume.
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"