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)
The U.S. promised to redeem dollars with gold transferred to other national banks. Trade imbalances were corrected by gold reserve exchanges or by loans from the International Monetary Fund . The federal reserve bank can generate an ample amount of fiat currencies.
Is USD a commodity currency?
Traders and investors seeking exposure to commodity price fluctuations often take positions in commodity currency pairs as a proxy investment for buying commodities. The commodity pairs include pairing the U.S. dollar (USD) with the Canadian dollar (CAD), Australian dollar (AUD), and the New Zealand dollar (NZD).
Debasement means that money, typically metal coins, is devalued because there is less precious metal in the coin than the value stamped on its face. Governments may debase coins by adding copper, tin, or other less valuable alloys to coins as they are minted, while still saying they are worth (e.g., $1 in exchange). Precious metals, especially gold and silver, have been the most successful examples. Let’s look at how commodity money, representative money, fiat money, and cryptocurrency differ. Bitcoin was created as a fiat currency alternative that maintained the useful properties of government-issued currency.
Understand the pros and cons of fiat money
This lets the government pay off debts or fund new spending objectives. Printing new money allows a government to spend more money than they collect BNB through taxes or issuing debt. Just like other currencies, such as cryptocurrencies, there are some pros and cons to fiat money. We can see that bitcoin is a more ideal candidate to be a medium of trade than fiat currency. While fiat currency is more generally accepted and has a stable value, these are subjective measurements and can change through development over time. Since then, the international monetary system has transited into the era of fiat currency.
Cryptocurrency roundup for February 23: Digital-asset sector’s turmoil confirms crypto’s unreliability,… – Moneycontrol
Cryptocurrency roundup for February 23: Digital-asset sector’s turmoil confirms crypto’s unreliability,….
Posted: Thu, 23 Feb 2023 02:26:17 GMT [source]
On the networks, participants can verify whether transactions are legitimate without having to trust each other. However, the role of gold as a currency stabilizer diminished as the US exploited its unique privilege to print money. It flooded the market with more greenbacks than its gold reserves could support. Also known as commodity-based money, this monetary system allows the use of items with no intrinsic value as currency, as long as a commodity with unquestionable value backs them. On average, the life expectancy of a fiat currency is 27 years. The British pound sterling is the oldest fiat currency that still changes hands today, dating back to 1694.
Tax EvasionTax Evasion is an illegal act in which the taxpayers deliberately misreport their financial affairs to reduce or evade the actual tax liability. This includes using multiple financial ledgers, hiding or representing lesser income, gains, or profits than actually earned, overstating deductions, & failing to file returns. Business CycleThe business cycle refers to the alternating phases of economic growth and decline. Consider what happens when Lucy visits Bank A, and she deposits $1000 dollars in her checking account. Bank A can keep $100 aside and use the rest to lend it to another client, John. The reserve requirement, in this case, is 10% of the deposit.
What is a commercial bank money and its functions?
In modern economies, relatively little of the supply of broad money is physical currency. For example, in December 2010 in the U.S., of the $8,853.4 billion of broad money supply , only $915.7 billion (about 10%) consisted of physical coins and paper money. The manufacturing of new physical money is usually the responsibility of the national bank, or sometimes, the government’s treasury. The Bretton Woods system was ended by what became known as the Nixon shock. This was a series of economic changes by United States President Richard Nixon in 1971, including unilaterally canceling the direct convertibility of the United States dollar to gold. Since then, a system of national fiat monies has been used globally, with variable exchange rates between the major currencies.
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Its value and success are determined by the public’s faith in that particular currency, the governing body that issued it and the economic performance of the country. It has no value in and of itself and is not backed by a commodity – such as gold or silver – or other store of value. Federal Reserve has the dual mandate to keep unemployment and inflation low. The value of fiat money is based largely on public faith in the issuer. Commodity money’s value, on the other hand, is based on the material it was manufactured with, such as gold or silver. Fiat money, therefore, does not have intrinsic value, while commodity money often does.
How well do fiat currencies hold their value over time?
Currently the red books cover the participating https://www.beaxy.com/ on Committee on Payments and Market Infrastructures . A red book summary of the value of banknotes and coins in circulation is shown in the table below where the local currency is converted to US dollars using the end of the year rates. Is almost negligible, whereas the latter is costlier to manufacture. This is because fiat currency only comprises the price of papermaking.
![money vs commodity](image/jpeg;base64,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)
Unlike commodity and representative money, fiat money is not backed by other commodities such as silver or gold, but its creditworthiness comes from the government recognizing it as money. This then brings all the functions and characteristics that money has. If a currency is not backed and recognized by the government, then that currency is not fiat, and it is hard for it to serve as money.
Sign up for our curated weekly newsletter delivering exclusive market insights to your inbox. Customer success is a strategy to ensure a company’s products are meeting the needs of the customer. IEEE 802 is a collection of networking standards that cover the physical and data link layer specifications for technologies such… Fiat currency has been in use in the U.S. since 1873, but gained popularity after the cancellation of the convertibility of U.S.
Examples of commodity money includes commodities such as gold, silver, copper. Commodity money is a medium of exchange with intrinsic value due to its use for purposes other than money. Examples of fiduciary money include instruments such as checks, banknotes, and drafts. They are a type of money as holders of fiduciary money can convert them into fiat or other types of money.
- Inflation is a decrease in the purchasing power of money, reflected in a general increase in the prices of goods and services in an economy.
- Beyond that, fiat currency is supported by the faith of its holders.
- It gets its value from the backing of governments, allowing individuals and businesses to put their faith in it as long as they have faith in their government.
- Nevertheless, the amount is used to fund wars, monopoly banksters, and government parasites.
The federal government stopped allowing citizens to exchange currency for government gold with the passage of the Emergency Banking Act of 1933. The gold standard, which backed U.S. currency with federal gold, ended completely in 1971 when the U.S. also stopped issuing gold to foreign governments in exchange for U.S. currency. Fiat money is a government-issued currency that is not backed by a physical commodity, such as gold or silver. Eventually, many governments no longer backed fiat currency, and the money increasingly took on a value based on public confidence.
Fiat reigns supreme
Please ensure you fully understand the risks involved by reading our full risk warning. The safest fiat currency is often considered to be the Norwegian krone because Norway has zero debt. Norway’s own economy is also quite stable compared to other countries. However, those conditions do not make the krone immune to inflation or bubbles.
- Although fiat money is viewed as a more stable currency that can cushion against recessions, the global financial crisis proved otherwise.
- Since cryptocurrencies are relatively new, much of their value is from people buying and holding them hoping that they will appreciate in value, as opposed to using them to buy things.
- Increasing money supply is often referred to as ‘printing money’ in the financial sector.
- Although some people believe cryptocurrencies may replace fiat currencies in the future, most transactions around the world are still done using fiat money.
- In response to serious economic problems, the country’s central bank began to print money at a staggering pace.
In response to serious fiat currency vs commodity currency problems, the country’s central bank began to print money at a staggering pace, resulting in hyperinflation. In response to serious economic problems, the country’s central bank began to print money at a staggering pace. That resulted in hyperinflation, which ran between 231 million and 489 billion percent in 2008.
Is Ethereum a commodity?
“Certain digital assets are “commodities,” including bitcoin (BTC), ether (ETH), tether (USDT) and others, as defined under Section 1a(9) of the Act, 7 U.S.C. § 1a(9).”
However, the shortages of coinage reoccurred and more issues of card money were made during subsequent years. Eventually, the Governor of New France acknowledged their useful role as a circulating medium of exchange. With no inherent worth, the value of the fiat money systemis obtained from the supply and demand relationship. Furthermore, it substitutes commodity money and representative money .
For example, many countries increased the supply of their currencies drastically in response to the COVID-19 crisis, which may ultimately lead to excess inflation. Unlike fiat currency, a cryptocurrency is more volatile and brings a higher level of information security compared to fiat money. Although some people believe cryptocurrencies may replace fiat currencies in the future, most transactions around the world are still done using fiat money. Fiat currency, or fiat money, is a type of currency that’s issued by the government and is not backed by physical commodities, such as gold. Instead, the fiat money value comes from the public’s trust in the issuer, the government.
Representative money is a type of money that is issued by the government and backed by commodities such as precious metals like gold or silver. Intrinsic Value – commodity monies have an intrinsic value based on their physical properties, such as gold, oil, and silver. Fiat money gives central banks more control over the amount and frequency of credit extensions because the control of fiat money allows the banks to “print” more money. And gold has been adopted as a hedge against inflation and downgraded as a safe haven.
In modern times, fiat money is generally authorized by government regulation. Unlike commodity monies, fiat currencies allow the central banks to print or hold money as they see fit to help control the money supply, inflation, interest rates, and liquidity. Having a relatively strong and stable currency is not only a mandate of most modern central banks, but a rapidly devalued currency is harmful to trade and obtaining financing. Moreover, it is unclear whether or not hyperinflation is caused by “runaway printing” of money. Fiat currency is the technical term for government-issued money that isn’t backed by a physical commodity, such as gold. The materials of fiat money also don’t carry much value; think of US dollar bills, for example.
The most important feature of fiat currency remains its stability, unlike commodity monies such as gold, silver, and copper. As mentioned earlier, the rise of fiat currencies came about as countries attempted to smooth out the business cycles and avoid the busts of credit cycles. Fiat currencies rose to prominence in the early 20th century as governments sought to insulate our economies from the booms and busts of the economic cycles.
![government 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Many governments issue a fiat currency, then make it legal tender by setting it as the standard for debt repayment. Fiat, however, is inconvertible and cannot be redeemed simply because there is no underlying commodity backing it. Fiat money is valuable only because it is the duty of the government to main that value, or because the transacting parties have an agreement on the value. No one can convert or redeem fiat currency for gold or silver, and for this reason, inflation or hyperinflation may cause it to lose its value. When people no longer trust a nations currency, then it means the currency is no longer valuable. The fiat currency system lets central banks print money out of thin air as they see fit.
Back then, fiat currency vs commodity currencys melted gold and silver coins and mixed them with less valuable commodities like copper to produce more money. But once consumers and merchants caught on, the purchasing power of the newly minted coins dropped. Therefore, they’re useless outside of their everyday role as legal tender. As long as its purchasing power doesn’t decline significantly over a short period, people won’t lose faith in it. Bitcoinis not a fiat currency, since it’s not a legal tender issued by the government. Bitcoin is a cryptocurrency backed by blockchain technology and free of a central authority.
On the other hand, commodity money covers workforce expenses needed for commodity extraction. Moreover, Ammous states that the cost of total fiat currency is3.5%of the entire international wealth. Nevertheless, the amount is used to fund wars, monopoly banksters, and government parasites.