We are the administrator of more than 30 key rates and calculation agent for over 40 critical national and regional interest rates and FX benchmarks in 12 different countries, such as Singapore, Hong Kong and Russia. The above logic, however, assumes that goods and services are tradable internationally. But in reality there are goods and services that cannot be traded internationally.
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 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.
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. 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.
For the periods beyond those covered by annual estimates , the quarterly estimates are derived by extrapolation. These interpolations and extrapolations are often based on “indicators”—related data that are used to approximate movements in the NIPA measures. Note that there is no single "correct" measure of value over time, and economic historians use one or more different series depending on the context of the question. This comparator uses price series; however, if you go to the relative worth comparators for the United States and the United Kingdom, you will find others. The GBPUSD currency pair belongs to the group of 'Majors', a way to mention the most important pairs in the world.
Usd To Gbp Forecast By Day
The US currency has strengthened by more than 8% against a basket of currencies this year as the Fed becomes increasingly aggressive with its policy. We have created many of the historical series in MeasuringWorth, but the most recent observations are obtained from government agencies. The annual CPI and RPI observations are usually published in the first month or two of the next year, however the numbers for GDP do not come out until later. Jerome Powell took office as chairman of the Board of Governors of the Federal Reserve System in February 2018, for a four-year term ending in February 2022.
The Bank of England is the central bank of the United Kingdom. Established in 1694 and privately owned in the beginning, the Bank was https://andresorvv.bloggersdelight.dk/2022/05/13/tankpad-price/ nationalised in 1946 so now is completely owned by the UK government. BOE's main reason to be is to maintain monetary and financial stability in the country. Some of its other tasks are producing secure bank notes, operating asset purchase facility and keeping the inflation low and stable. The bank is overseen by the Court, named used to reffer the board of directors, and is accountable to Parliament and the public. Throughout history, the fixed rate for GBP/USD was set by the British Government at £1.00/$5.00.
- In 2018 there was a slight rebound, peaking at around 1.40 in April 2018.
- Every year thousands of people around the world transfer GBP to USD, for reasons related to travel, trade, goods and services.
- To make international comparisons possible, GDP should be converted into a single currency because initially, all countries report their GDP in different national currencies.
- Both cryptocurrencies and CFDs are complex instruments and come with a high risk of losing money.
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.
Gross Domestic Product
To facilitate the analysis of the drivers of change in the real estimates, BEA provides measures of the contributions of real components to the percent change in real aggregates. These are provided because the chained-dollar measures of components are not additive,and therefore, accurate measures of a component’s contribution to change cannot be derived from the chained-dollar measures. https://wise.com/gb/currency-converter/inr-to-hkd-rate Burgernomics was never intended as a precise gauge of currency misalignment, merely a tool to make exchange-rate theory more digestible. Yet the Big Mac index has become a global standard, included in several economic textbooks and the subject of dozens of academic studies. For those who take their fast food more seriously, we also calculate a gourmet version of the index.
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"