This system eliminated the need for the large denominations that were printed prior to the war to facilitate these large-scale transfers. Today, the $500, $1,000, $5,000, and $10,000 bills printed during this period are very rare, though some are still in circulation. The development of commodity-based currency systems represents more of a blurring between barter systems and later currency systems than a revolutionary change.
Buyers in the market do not care about the labour expended to produce any individual commodity, but only about the quantity of labour that is needed to produce such-and-such a commodity in general, on average. Sellers in the market – a truly global market today – must, therefore, compete against the average level of skill, technology, and organisation, found in their industry. It is this fact that forces companies to compete by investing in new machinery and methods in order to increase productivity and thus sell their products below the general average of their competitors. Instead, Engels explained, early societies were generally based on “gens”, or tribes, within which there was communal ownership over https://hectoreyof956.bcz.com/2022/05/05/best-ways-to-invest-money/ the tools and products.
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Such sticks would be split down the middle, with the creditor and debtor keeping one half each as a receipt of the payment. Notably, the creditor’s half could be used as a means of payment – a form of financial security, exchanged with another individual to settle an unrelated debt. “With the coming of commodity production, individuals began to cultivate the soil on their own account, which soon led to individual ownership of land. Money followed, the general commodity with which all others were exchangeable. But when men invented money, they did not think that they were again creating a new social power, the one general power before which the whole of society must bow.
- For example, some early societies used certain basic necessities as money, such as cattle or grain.
- When the central bank buys these government securities, it puts money into the marketplace, and effectively into the hands of the public.
- Without money, it would be almost impossible to carry out the usual day to day business of life.
- The question of value, according to Marx, is not about the labour expended by the individual producer.
Because money acts as a store of value, it can be used as a standard for future payments. When you borrow money, for example, you typically sign a contract pledging to make a series of future payments to settle the debt. These payments will be made using money, because money acts as a store of value. The exchange of goods and services in markets is among the most universal activities of human life.
And the problem with government when you want to provision yourself is that there’s no unemployment. No unemployment in terms of your currency; there may be people willing to work for other things but not for your currency. You need unemployment in terms of your currency, looking to earn your unit of account. The takeaway from this section is that the growth in the broad money supply per capita is the “true” inflation rate. However, the baseline that we measure it against is not zero; it’s a mildly negative number which we can’t precisely measure, but that we can estimate and infer, that represents ongoing increases in productivity due to technology. Prices of most things stay relatively stable or preferably keep going down as priced in the most salable good over the long run, but go up in most years when measured in a depreciating and weaker unit of account such as the British pound.
Dating And Social Media Sites
The banking system, however, can create a multiple expansion of deposits. As each bank lends and creates a deposit, it loses reserves to other banks, which use them to increase their loans and thus wallstreethack.com create new deposits, until all excess reserves are used up. However, there's a limited supply of candy on the island, so when people trade candy for other items, the price is fairly stable.
Of course, proof-of-force has existed for thousands of years, prior to the invention of fiat currency. Any warlord, kingdom, or empire that demanded some tribute from the peoples of the land it ruled were familiar with the concept of proof-of-force. The purpose could be for malevolent ends, or it could be for benevolent purposes to provide order for society, and collect some percentage of resources into the common good.
Now, many people in the poorest regions of the world have powerful smartphones as a normal course of life. Gold has historically appreciated against most other commodities over time, like an upward sine wave. Alternatively, we can say that most commodities depreciated in price against gold like a downward sine wave. For example, there are inflationary cycles where copper increases in price compared to gold, but over multiple decades of cycles, gold has steadily appreciated against copper. For agricultural commodities that are less scarce, the trend is even stronger. As our technology improves over time, we become more productive, which reduces the labor/resource cost of most goods and services.
Questions about the level of taxes, redistribution of income and wealth, whether to tax resource use or land, which expenditures should be taxed, etc., would need to be democratically determined. However, given the basic income and extensive public services included in the proposal, there would be much less need for the accumulation of wealth or for investment https://www.fortunebuilders.com/how-to-invest-in-bitcoin/ programs such as pensions, which are major drivers of growth. This, in turn, would justify even greater taxes on existing wealth. Moreover, since there would be less need for investment opportunities, public money could be created and used to purchase natural resources and utilities currently in private hands, bringing them back under public control.
For certain types of money, such as commodities (gold/silver), there is an element of stored value. By contrast, other types such as fiat money are only backed by the government and people’s faith in it. Federal Reserve provides adequate additional amounts of currency and reserves, a multiple contraction of deposits results, reducing the quantity of money.
Digital Assets
If you are a money mule, you could be prosecuted and incarcerated as part of a criminal money laundering conspiracy. Some of the federal charges you could face include mail fraud, wire fraud, bank fraud, money laundering, and aggravated identity theft. Further, as is well known, most underdeveloped countries have a large non-monetised (i.e. barter) sector where production is for the purpose of subsistence only. To break the subsistence nature of economic activity and thus generate new forces for economic growth, its monetisation is required.
The Fed doesn't so much create money out of thin air as exchange newly made money for an asset, such as a loan to a bank, a U.S. In other words, when the Fed "makes" new money, it's because there is real-world demand for it. Thus conventionally money performs the following four main functions, each of which overcomes one or the other difficulty of barter. Medium of exchange and measure of value are primary functions because they are of prime Importance whereas standard of deferred payment and store of value are called secondary functions because they are derived from primary functions.
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"