The key to the capitalists’ profits lies in the ability of the workers to create more value in the course of the day than they are paid back in the form of wages. For example, whilst the working day may be eight hours, it might take only half the day – four hours – for workers to produce commodities with a value equivalent to their wages. In other words, the remaining four hours of the workers’ labour, from the perspective of the capitalists – are effectively “free”, and the products created in this period constitute surplus value.
If you are moving money at the direction of another person, you may be serving as a money mule. Some money mules know they are supporting criminal enterprises; others are unaware that they are helping criminals profit. A money mule is someone who transfers or moves illegally acquired money on behalf of someone else. Don’t agree to receive or send money or packages for people you don’t know or haven’t met in person.
So you levy a tax, now people need your unit of account, all of these people show up looking for work, all of those people are unemployed. You now hire the unemployed that your tax created, and they are now provisioning your government. An even more extreme example would be television https://www.forbes.com/advisor/investing/how-to-invest-in-stocks/ prices over the past five decades. Moore’s law, industrial automation, and labor offshoring has made televisions exponentially better and cheaper over time, especially when priced in gold. Similarly, cell phones decades ago were very large, basic, and expensive toys for the wealthy.
Put differently, whenever an asset increases, either another asset must decrease, or the sum of liabilities plus net worth must increase by the same amount. Besides being easier to carry than cows, using money had many other advantages. If someone own cows, and wants to trade for only "half a cow's worth" of wheat, he probably does not want to cut his cow in half. But if he sells his cow for money, and buys wheat with money, he can get exactly the amount he wants. The material provided on this site is not intended to provide legal, investment, or financial advice or to indicate the availability or suitability of any Capital One product or service to your unique circumstances.
History Of The U S Money Supply
The BSA covers banks, credit card companies, insurance companies, and broker-dealers insecurities. At first, he could deposit it in the bank in "small" amounts (under $10,000), but the money just kept rolling in. He could buy money orders and deposit those in another account, again in small amounts. When his son set up a crowdfunding site to accept donations for Walter's cancer treatment, a friend exploited that to funnel Walter's drug money into his charity. Still, Walter finds himself sitting on so much cash that he runs out of places to hide it. Ultimately, he buys a car wash business, cleaning cars and dirty money at the same time.
In 2001, Congress passed the USA Patriot Act, which expanded the scope of reporting responsibilities and included more types of financial institutions in an effort to combat the financing of terrorist activities. The main and most important function of money is that it can be used in the exchange of goods and services. As a widely accepted form of payment, it serves as a medium of exchange that allows those who use it to get what they need easily.
In the mirror universe of the alternate reality-set comic "Live Evil", James T. Kirk (β) mentions a monetary unit called the "chit". Agreeing to receive money from people you don’t know and forwarding that money is likely fueling fraud and could lead to wallstreethack.com serious consequences for you. You need 363,000 pennies (at 2.5 grams each) to make a ton, and the value of the pennies is a paltry $3,632. The “employer” you communicate with uses web-based email services (such as Gmail, Yahoo, Hotmail, Outlook, etc.).
- In turn, greater numbers of US dollars were flowing to other countries as the US traded with other nations.
- Due to the problems just noted, the majority of ordinary consumers refrain from engaging in financial markets on their own and instead rely on the services of financial intermediaries, such as banks, investment funds, and insurance companies.
- But, believe it or not, if you walk through the streets of any major city in America and you ask people randomly, many of them will still tell you they think our money is connected to gold.
In 1980, the Fed decided that changes in the ways people were managing their money made M1 useless for policy choices. It has largely given up tracking a particular measure of the money supply. The choice of what to measure as money remains the subject of continuing research and considerable debate. Economists measure the money supply because it affects economic activity. We want to include as part of the money supply those things that serve as media of exchange. However, the items that provide this function have varied over time.
Money Laundering Example
A third aspect of financial models concerns the way they incorporate uncertainty (Bertolotti & Magnani 2017). Some of the problems of contemporary financial models are due to the way they model uncertainty as risk, as outlined above (Frydman & Goldberg 2013). Both neo-classical models and behavioral economics capture uncertainty as probabilistic uncertainty, consequently ignoring Knightian uncertainty . The philosophy of science literature that pertains to financial economics is, however, still fairly small. The FOMC typically meets eight times a year in Washington, D.C. At each meeting, the committee discusses the outlook for the U.S. economy and monetary policy options. Many early cultures and societies used commodity money as a means of paying for goods.
The colonial leaders declared independence and created a new currency called Continentals to finance their side of the war. Unfortunately, each government printed as much money as it needed without backing it to any standard or asset, so the Continentals experienced rapid inflation and became worthless. This experience discouraged the American government from using paper money for almost a century. To shrink the money supply, perhaps to reduce inflation, the central bank does the opposite and sells government securities. The money with which the buyer pays the central bank is essentially taken out of circulation. Keep in mind that we are generalizing in this example to keep things simple.
You walk to the local restaurant and ask the waiter if you can trade 30 apples for a steak. He informs you that they have plenty of apples, but could use some oranges. In this example, apples lacked liquidity since they could not easily be traded for what you wanted. Liquidity describes the ease with which an item can be traded for something that you want, or into the common currency within an economy.
For example, with a gold standard, the money supply is tied to the available supply of gold, while a country'sdemandfor money changes based on the growth of its population and economy. In the early stages of this transition, money and the price signals of supply and demand would still be needed to indicate where there was scarcity, and thus where investment by the planned economy was needed. In this sense, under capitalism, governments don’t have any real power over the banks and big business; it is the the banks and big business that rule over governments. If we want investment in the things that society really needs, then we need to take over the major monopolies and multinationals, and nationalise them under workers’ control as part of a socialist plan of production.
Due to Gresham’s law, it won’t be readily spent too often, and will instead have a tendency to be hoarded, and only spent when necessary or in niche circumstances for its tank-like payment properties. The vast majority of participants will treat it as a long-term financial asset. It if becomes very large and dominant and its volatility goes down over time, its usage in spending will likely go up. Demand for government paper is created https://wallstreethack.com by the government’s taxes on the population, which can only be paid in units of that paper.
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"