What Is Monetary Policy? How Does It Work?

But bartering can be cumbersome (who wants to lug around some camels in exchange for 10 bolts of cloth?) so humans adapted. Just over 3000 years ago, people started using simple materials such as grains, shells, or even basic metal coins as forms of currency. These early forms of money were more portable, uniform, and divisible, so people could make easier, more accurate transactions for the goods and services they needed.

The already widespread methods of woodblock printing and then Pi Sheng's movable type printing by the 11th century was the impetus for the massive production of paper money in premodern China. After World War II and the Bretton Woods Conference, most countries adopted fiat currencies that were fixed to the U.S. dollar. In 1971 the U.S. government suspended the convertibility of the dollar to gold. After this many countries de-pegged their currencies from the U.S. dollar, and most of the world's currencies became unbacked by anything except the governments' fiat of legal tender and the ability to convert the money into goods via payment. According to proponents of modern money theory, fiat money is also backed by taxes.

For instance, gold can be used as a medium of exchange, but it can also be used for jewelry, gilding, or, an insulator. Unlike other forms of money, commodity money has a store of value. Even if nations no longer use a commodity as a form of money, it still has value. However, other forms of money cannot be seen or touched and are solely built upon the trust of its value. The origins of commodity money link back to the Lydian merchants, who produced a gold coin mixed with silver – otherwise known as ‘electrum’.

In other words, gold was often held by the wealthy as a long-term store of value, and as a medium of exchange for very large purchases, while silver was the more tactical money, used as a medium of exchange and store of value by far more people. A bimetallic money system was common in many regions of the world for that reason until relatively recently, despite the challenges that come with that. Other definitions consider money to be “that which extinguishes debt”, but debt is generally denominated in units of whatever money is defined to be at the time the debt was issued. In other words, debt is typically denominated in units of the most salable good, rather than the most salable good being defined as what debt is denominated in. Indeed, however, part of the ongoing network effect of what sustains a fiat currency system is the large amount of debt in the economy that creates sustained ongoing demand for those currency units to service those debts. In developed countries in particular, people often just hold the currency of that country.

  • But reconceptualizing the role of taxation offers a way to address the problem of inflation.
  • The U.S. Mint produces nearly 30 billion coins for general circulation each year.
  • Specifically, we would have to find something that the seller would want.
  • Fiat reserves consist of government bonds and bank deposits, and can be easily frozen by the countries that issue them.

But at the time of Smith, Ricardo, et al., such an idea was not considered a self-evident truth. Modern-day monetary systems are based on fiat money and are no longer tied to the value of gold. The control of the amount of money in the economy is known as monetary policy. Monetary policy is the process by which a government, central bank, or monetary authority manages the money supply to achieve specific goals. Usually, the goal of monetary policy is to accommodate economic growth in an environment of stable prices. At national and regional levels, political parties would propose an overall allocation of funds among the social, public, and commercial sectors—as well as levels for the basic income—as part of their election platforms.

Money, Banking, And Financial Markets

This allows anyone with money to walk into any restaurant with the confidence that the waiter or clerk will take your cash in exchange for goods or services. The money supply is the total amount of money—cash, coins, and balances in bank accounts—in circulation. The Federal Reserve’s techniques for achieving its desired level of reserves—both borrowed reserves that banks obtain at https://wallstreethack.com the discount window and nonborrowed reserves that wallstreethack.com it provides by open-market purchases—have changed significantly over time. At first, the Federal Reserve controlled the volume of reserves and of borrowing by member banks mainly by changing the discount rate. In the 1920s, when the Federal Reserve discovered that open-market operations also created reserves, changing nonborrowed reserves offered a more effective way to offset undesired changes in borrowing by member banks.

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"