What Is Monetary Policy? How Does It Work?

And then, due to changing technology and government mandates, you’re supposed to use pieces of paper that are backed by gold instead and treat them the same way, and it’s illegal to actually own gold. And then, they take away the peg to gold and you’re still supposed to keep using these papers for the same value anyway, even as the quantity of these papers seems to keep increasing. The successful papers, being actively managed, tend to be rather stable most of the time even though they degrade in value over time.

In contrast, proof-of-work systems are ledgers with decentralized and automated transfer agents and registrars. The coinholders do not determine the state of the ledger, the miners do, via energy expenditure. A proof-of-work system is not based on circular logic; even if the entire blockchain goes offline, can be restarted because the longest chain can be identified and continued. Therefore, proof-of-stake systems need to be “always on” to function, and are highly complex. I have a longform research piece on bitcoin’s proof of work and energy consumption here.

And it was this new power, suddenly sprung to life without knowledge or will of its creators, which now, in all the brutality of its youth, gave the Athenians the first taste of its might. Money then, as Engels explains, is the product of private ownership; the result of an emergent system of commodity production and exchange. Once called into existence, however, money develops its own logic, spreading through social interaction and asserting its https://edition.cnn.com/cnn-underscored/money/best-ways-to-invest-money cold, callous laws in one sphere of life after another. The process that Engels describes initially develops, not internally within the community, but at the fringes of a given society with the trade of surplus products between different tribes. Such trade, however, sets the wheels of commodity production exchange in motion, later rebounding to spread internally, reinforce private ownership, and accelerate the dissolution of communal bonds.

The Bank of England, for example, was originally formed in 1694 to make loans to the state. As time passed, its notes, backed by a nebulous “promise to pay,” were designated as currency. Eventually, all banks stopped issuing money in their own names, instead issuing it as public currency (e.g., pounds sterling). First, the public became the backstop for the banks that were creating money in its name.

Types Of Money

In turn, the onset of the Great War led to one country after another abandoning the gold standard as they attempted to fund their war efforts by printing money. In theory, the money supply should remain anchored to the real economy by the demand for money. Today, according to the UK-based campaigning group Positive Money, whose aim is to “democratise money and banking”, upto 97% of the money supply in the British economy is the creation of banks, with only 3% existing in the form of cash. Some monetary theorists, however, try to emphasise that money is – above all – nothing but a system of credits and debts; a set of accounts and balances wallstreethack representing the distribution of society’s wealth amongst its population. What we see in terms of the exchange of coin and currency are, within this framework of understand money, merely a means of settling accounts and making transfers between different balances – money as a means of payment. That world disappeared around the time of the Civil War, when a new federal tax on paper money drove most of the old banknotes out of existence.

Overall, the greatest difference between a money market account and a savings account is the annual percentage yield . The APY reflects how much your account will earn each year.3 It’s based on your interest rate and how often it’s compounded. Advocacy of private money creation has received a more recent stimulus with the rise of Bitcoin and other crypto-currencies, with some of Bitcoin’s advocates drawing on similar libertarian arguments to those offered by Hayek and Selgin . One root cause of the financial crisis of 2008 was the very high levels of risk-taking of many banks and other financial agents. When these risks materialized, the financial system came to the brink of collapse. Many banks lost so much money that their normal lending operations were hampered, which in turn had negative effects on the real economy, with the result that millions of “ordinary” people around the world lost their jobs.

Before the introduction of paper money, the most prevalent method of counterfeiting involved mixing base metals with pure gold or silver. A form of counterfeiting is the production of documents by legitimate printers in response to fraudulent wallstreethack.com instructions. During World War II, the Nazis forged British pounds and American dollars. Today some of the finest counterfeit banknotes are called Superdollars because of their high quality and likeness to the real U.S. dollar.

  • Economically, each government has its own money system, defined and monitored by a central authority.
  • Governments establish their own money system which is monitored primarily by the central bank and Treasury authorities.
  • After the Gulf War, the northern, mostly Kurdish area of Iraq was separated from the rest of Iraq though the enforcement of the no-fly-zone.
  • You might have a hard time paying for your hamburger with five dollars worth of apples, but if you did, the apples would serve as a medium of exchange as well.
  • They are also prohibited from engaging in business with foreign shell banks.

In the 25th-century timeline of Star Trek Online, a currency system called "Energy Credits" has achieved near-universal acceptance among galactic powers, including the Klingon Empire and Romulan Star Empire. EC may be exchanged by individuals or traded for goods and services, and many commodities have a fixed EC "cost" to obtain from a replicator. It is implied that EC are intended as a direct representation of the amount of energy used to replicate or construct a given item, allowing commodities to become "cheaper" if they can be created for less energy. It is not known whether EC is used at large in the same way as regular currency, or if it is simply a convenient way for the game to facilitate more traditional economic activity.

Origin Of Money

In line with a reappraisal of virtue theory in business ethics, it is in particular virtue epistemology that has attracted attention from scholars working on finance. For example, while most commentators have focused on the moral failings that led to the financial crisis of 2008, a growing literature examines epistemic failures. A further complication here is that may actually be influenced by .

Cuellar v. United States ( ) determined that to prove money laundering, prosecutors must show that concealment of money must be for the purpose of concealing ownership, source, or control rather than for some other purpose. In United States v. Santos ( ), the Court held that the word “proceeds” in the federal laundering statute referred only to criminal profits and excluded criminal receipts. Thus, the Court reversed a pair of convictions based on money laundering involving the pay out of winnings in an illegal gambling ring.

Thus, if you present a MasterCard to a jeweler as payment for a $500 ring, the firm that issued you the card will lend you the $500 and send that money, less a service charge, to the jeweler. But a card that says you have such a relationship is not money, just as your debit card is not money. Houses, office buildings, land, works of art, and many other commodities serve as a means of storing wealth and value. Money differs from these other stores of value by being readily exchangeable for other commodities.

This seemed to be similar to the rai stones, where once new supplies of rai stones started coming in faster due to European technology, the people of Yap began wisely valuing old ones more than new ones. Essentially, the west African tastes seemed to change base on aesthetics/fashion and on scarcity. This, however, also gave that form of money a low score for fungibility, which reduced its reliability as money even for the pastoral west Africans who were using them. Rai stones were a notable form of money while they lasted because they had no utility.

They can allocate law enforcement resources to go after truly illegal activities , but will likely have trouble trying to retain control over benign transactions. Meanwhile, developers continue to find ways to make the bitcoin network more private and to route around some of the challenges that can be put in its way. There are also some privacy-specific coins that people can resort to as well. Other digital assets, like CBDCs, are the opposite of this type of asset, and give the government more ability to surveil and censure your money, and in reality, it’s not even your money.

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"