Following the global financial crisis in late 2008, the pound depreciated sharply, reaching $1.38 on 23 January 2009 and falling below €1.25 against the euro in April 2008. There was a further decline during the remainder of 2008, most dramatically on 29 December when its euro rate hit an all-time low at €1.0219, while its US dollar rate depreciated. The pound appreciated in early 2009, reaching a peak against the euro of €1.17 in mid-July. In the following months the pound remained broadly steady against the euro, with the pound valued on 27 May 2011 at €1.15 and US$1.65. In line with Gresham's Law, English merchants sent silver abroad in payments, while goods for export were paid for with gold. As a consequence of these flows of silver out and gold in, England was effectively on a gold standard.
To try to resume stability, a version of the gold standard was reintroduced in 1925, under which the currency was fixed to gold at its pre-war peg, but one could only exchange currency for gold bullion, not for coins. On 21 September 1931, this was abandoned during the Great Depression, and sterling suffered an initial devaluation of some 25%. Domestic demand for silver further reduced silver in circulation, as the improving fortunes of the merchant class led to increased demand for tableware. Silversmiths had always regarded coinage as a source of raw material, already verified for fineness by the government.
These percentages show how much the exchange rate has fluctuated over the last 30 and 90-day periods. These are the lowest points the exchange rate has been at in the last 30 and 90-day periods. These are the highest points the exchange rate has been at in the last 30 and 90-day periods. For any ideas and suggestions related to the functionality of the currency strength meter, do not hesitate to contact us. The benefits of online currency strength meter It is less likely to give wrong values, doesn't require ... Depending on your Forex trading style, you may need to look at other time frames.
These are the average exchange rates of these two currencies for the last 30 and 90 days. That does leave the RBI in somewhat of a bind, and it is an issue the Bank Indonesia and others https://wise.com/gb/currency-converter/inr-to-hkd-rate around Asia will be feeling sooner, rather than later. In the first instance, thanks to Asia’s huge FX reserves, I expect some judicious “smoothing” to be the first strategy.
Range Of Change
Be aware that the exchange rate you are offered for a currency exchange or cross currency purchase WILL be less than the market rate. This typically varies between 3% and 10%, so be sure to take that into account. Create a chart for any currency pair in the world to see their currency history. These currency charts use live mid-market rates, are easy to use, and are very reliable.
P), new penny https://pbase.com/topics/derryluqgf/ompllcn287 , and two new pence coins and the withdrawal of the penny and threepence coins. The copper penny was the only one of these coins to survive long. In addition to these internal criteria, the UK would have to meet the European Union's economic convergence criteria before being allowed to adopt the euro.
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"