Rd reduction in the bullion content of the pound sterling in 1551. The English penny remained nearly unchanged from 800 and was a prominent exception in the progressive debasements of coinage which occurred in the rest of Europe. The 12 oz Tower Pound, originally divided into 240 pence, devalued to 243 pence by 1279. The pound sterling emerged after the adoption of the Carolingian monetary system in England c.
In Britain's Crown Dependencies, the Manx pound, Jersey pound, and Guernsey pound are unregulated by the Bank of England and are issued independently. However, http://zanderwxos446.raidersfanteamshop.com/risk they are maintained at a fixed exchange rate by their respective governments, and Bank of England notes have been made legal tender on the islands, forming a sort of one-way de facto currency union. These currencies do not have ISO 4217 codes, so "GBP" or the non-ISO code "STG" is usually used to represent all of them; informal codes are used where the difference is important. Please contact our foreign currency service counter for applicable rates when making a transaction. In order to convert British pounds into U.S. dollars, simply multiply the number of pounds by the GBP/USD exchange rate on the day of conversion.
I am glad I saw you guys before I bid on an item, because did not know how to convert the exchange rate. The Dollars to Pounds exchange rate shown is updated live around every 10 seconds. The charts are updated when the page is reloaded and go back about 10 years, so you can get a good idea of fluctuations in the exchange rate. We'll send you the exchange rate, best deal, and other helpful tips. Banks and traditional providers often have extra costs, which they pass to you by marking up the exchange rate.
Convert money to all main currencies with currency converter. Investopedia requires writers to use primary sources to support their work. These include white papers, https://wise.com/gb/currency-converter/inr-to-hkd-rate government data, original reporting, and interviews with industry experts. We also reference original research from other reputable publishers where appropriate.
The Monthly Rate Dynamic Of 150 Us Dollars To Pounds Sterling
The initial amount stated to be created through this method was £75 billion, although Chancellor of the Exchequer Alistair Darling had given permission for up to £150 billion to be created if necessary. It was expected that the process would continue for three months, with results only likely in the long term. By 5 November 2009, some £175 billion had been injected using QE, and the process remained less effective in the long term. In July 2012, the final increase in QE meant it had peaked at £375 billion, then holding solely UK Government bonds, representing one third of the UK national debt.
The value of the index in 1751 was 5.1, increasing to a peak of 16.3 in 1813 before declining very soon after the end of the Napoleonic Wars to around 10.0 and remaining in the range 8.5–10.0 at the end of the 19th century. The index was 9.8 in 1914 and peaked at 25.3 in 1920, before declining to 15.8 in 1933 and 1934—prices were only about three times as high as they had been 180 years earlier. The Bank of England produces notes named "giant" and "titan". A giant is a one million pound note, and a titan is a one hundred million pound bank note. Giants and titans are used only within the banking system. The process saw the Bank of England creating new money for itself, which it then used to purchase assets such as government bonds, secured commercial paper, or corporate bonds.
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"