![Shortage & Scarcity in Economics: Definition, Causes & Examples](data:image/jpeg;base64,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)
Nevertheless, numerous factors, such as political goals, wars, and the desire to aid the poor, can lead governments to limit prices. Although this almost always results in economic shortages, most ordinary people do not think like economists. Instead, they welcome government intervention that limits prices, because it appears that such policies will simply help people save money. Regardless of the scenario, changes in equilibrium price and equilibrium quantity resulting from two different events need to be considered separately. If both events cause equilibrium price or quantity to move in the same direction, then clearly price or quantity can be expected to move in that direction. If one event causes price or quantity to rise while the other causes it to fall, the extent by which each curve shifts is critical to figuring out what happens.
A good example for a shortage is when oil companies suddenly increase the prices of gas products. Consumers will be forced to trim down their gas consumption to avoid the increasing prices. So the government will help the consumers by placing excess profits taxes on the said companies paving the way to fixed gas prices. Because of this, they become unwilling to sell more gas products at the amount adjusted by the government even if they have plenty of gas in supply. The result is less gas circulating in the market creating busy lines just to purchase gas and possible rationing. The flow of goods and services, factors of production, and the payments they generate is illustrated in Figure 3.21 “The Circular Flow of Economic Activity”. This circular flow model of the economy shows the interaction of households and firms as they exchange goods and services and factors of production.
- In general, resources go unused whenever the market operates inefficiently.
- The use of wastewater to fertilize algae or other biofuels has been proposed as a way to efficiently cultivate these water-intensive crops while promoting renewable energy sources.
- We used to consider air a free good, but increasingly clean air is scarce.
- They explain the fall in the price of food by arguing that agricultural innovation has led to a substantial rightward shift in the supply curve of food.
- Lakdawalla and Philipson further reason that a rightward shift in demand would by itself lead to an increase in the quantity of food as well as an increase in the price of food.
- For example, in an oil shortage consumers might use more fuel-efficient cars or alternative fuels, which would result in reduced demand for oil.
- Shortage, as it is used in economics, should not be confused with “scarcity.”
In conclusion of the article, we have seen the factors that led to water scarcity, we have also learnt about the effects and the causes of water scarcity. Apart from it, the major steps taken to reduce it are also discussed in the article. Global warming is one of the major reasons behind https://accountingcoaching.online/ water scarcity, it is a condition where average air temperature becomes warmer, water from rivers and lakes evaporates faster, which may lead to the drying up of water bodies. So, one who depends on water for their living will be one who will suffer a lot because of water scarcity.
The host nation receives job creation prospects, advanced technology, a higher standard of living, infrastructural development, and overall economic growth. Marginal CostMarginal cost formula helps in calculating the value of increase or decrease of the total production cost of the company during the period under consideration if there is a change in output by one extra unit. It is calculated by dividing the change in the costs by the change in quantity. The Elasticity Of DemandElastic demand refers to an economic concept which states that the demand for a good or service changes with the fluctuations in its price. If a product has an elastic demand, it will have more buyers when its price goes down and vice-versa.
The true cost of your purchase includes anything and everything you had to give up, or not have, in order to get that jacket. Well, in order to answer this question, we must think of resources as anything that is required to produce something else. Alternately stated, Scarcity occurs because resources are not available in amounts that can satisfy all the ways society wants to use them. The diamond-water paradox was said to have originated from Adam Smith who posed the question in his book ‘The Wealth of Nations’. Smith questioned the price difference between water and diamonds. Why he posed, are diamonds valued so highly, yet water, which is a human necessity, valued so low. There are three causes of scarcity – demand-induced, supply-induced, and structural.
Chapter 2 Food Security: Conceptsandmeasurement
The term economic shortage means something more specific; it is a situation in which people who want to buy a product at its current price cannot satisfy that desire. In other words, a shortage results from an imbalance between demand and supply . If these, too, sell out immediately, the company will raise the price still higher, and so on, until its willingness to supply jeans matches consumers’ willingness to buy them. Economics is the study of scarce resource allocation by individuals, businesses, and governments during times of scarcity. It also examines their decisions or choices affecting the production, distribution, consumption of goods and services.
- However, the prices of all commodities cannot simultaneously increase without the government issuing more money to facilitate the transaction.
- It shows an inverse relationship between the price and quantity.
- These resources can come from the land, labor resources or capital resources.
- Occurs when scarce resources are not put to their best use in the production of goods and services.
They can buy 60 liters every week if the price drops to $2.5 per liter. If the price is cut more, perhaps to $1.50 per liter, they can buy 100 liters. •The rebate of scarcity surcharges can protect the poor from financial distress. 4.Shortages can be adjusted by raising the price of a good or service. Sub-Saharan Africa has the largest number of water-stressed countries of any region. WetlandsBoth water and wildlife conservation benefit from the protection of seasonal wetlands that can prevent local flooding during heavy rainfall and retain water during short-term droughts.
General Scarcity Faqs
Well, commodities that are in short supply tend to be attractive. It is a common scenario in real life because people sometimes want that which they cannot get. Hypothetically speaking, if every resource on earth was abundant, there would be no need for economists. Decisions on resource allocation would not be necessary and tradeoffs would be redundant.
![Shortage & Scarcity in Economics: Definition, Causes & Examples](data:image/jpeg;base64,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)
As we use up oil reserves, the supply of oil will start to fall. Water scarcity – Global warming and changing weather, has caused some parts of the world to become drier and rivers to dry up. This has led to a shortage of drinking water for both humans and animals.
Economics
The Philippines is one of many countries in which ecological marginalization has occurred. High rates of population growth — over 2 percent per year — have made cropland relatively scarce in the fertile lowlands, forcing many farmers to move into the less productive uplands. This migration was also encouraged by the fact that the land ownership in the lowlands was concentrated in the hands of a few elite landholders. As the lowland-to-upland migration proceeded, rising cultivation in the ecologically fragile uplands has led to erosion and ecological degradation, further shrinking the supply of available cropland.
- Labor is the factor of production that can be thought of like the people who do the work required to produce something.
- You would say that there is a scarcity of water in Nohho because there is a limited come of water available.
- Cape Town, South Africa, were faced with the possibility of “Day Zero,” the day on which municipal taps would run dry, the first potential water crisis of any major city.
- In countries such as Africa, a large percentage of individuals have no easy access to fresh water.
- The situation generally emerges from the contraction of the money supply in the economy.
With environmental concerns like global warming and changing weather patterns, some areas of the world are drier than they once were, with fewer rivers and access to water, for both humans and animals alike. Water scarcities can also happen through improper or poor maintenance of infrastructure, like the pipes for a city’s water supply, for example. Mindful usage of water during household activities like showers, washing dishes or watering plants can help conserve the supply of this natural resource. For example, if the government provides free doctor visits as part of a national healthcare plan, consumers may experience a shortage of doctor services. This is because people are more likely to visit a doctor when they no longer have to pay directly for the cost. There are three main causes of shortage—increase in demand, decrease in supply, and government intervention. Temperatures soar into the triple digits, and we all have the same reaction – turn on the air conditioner!
Finite And Renewable Resources
Labor shortages aren’t limited to certain industries or occupations. As the economy and the job market shift over time, impacted sectors will also change when the demand for workers increases or decreases. Water scarcity is not at a global level but there are places or areas where there is water scarcity. One of the major regions behind water scarcity is that its demand has increased twice that earlier as the population is growing exponentially. In Africa and Middle Eastern countries, pressure on water resources is increasing daily. The major causes of water scarcity and the effects of water scarcity are also discussed in the article.
![Shortage & Scarcity in Economics: Definition, Causes & Examples](data:image/jpeg;base64,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)
Throughout this course you’ll encounter a series of short videos that explain complex economic concepts in very simple terms. They’ll help you master the basics and understand the readings . The Structured Query Language comprises several different data types that allow it to store different types of information…
Scarcity may seem like an abstract idea, but it can be a huge driver in marketing. Scarcity is the reason why almost everyone views those things that are in short supply as valuable. In addition, while it can drive sales, it is not the solution to lagging sales. If marketers use it too much, it may lead to the opposite effect; marketers will scare away their consumers. Because scarcity causes items to seem very popular, particularly for online buyers, many online sellers tend to leverage limited stock notices. When a consumer sees a product that she loves is almost out of stock, she will act with urgency and purchase it immediately.
Meanwhile, on the supply side, companies would produce more oil as prices rose, trying to reap the benefits of increased profits. For example, the oil companies Shortage & Scarcity in Economics: Definition, Causes & Examples in a shortage situation would respond to higher prices by working harder to produce oil, which would result in an increased supply of gasoline.
Principles Of Economics
A comparison of these definitions highlights the considerable reconstruction of official thinking on food security that has occurred over 25 years. These statements also provide signposts to the policy analyses, which have re-shaped our understanding of food security as a problem of international and national responsibility. Economics focuses on studying causes of scarcity, ensuring acquisition, allocation, and utilization of scarce resources, and determining how to maximize production efficiency. The rest of the process analyzes proper distribution to and consumption of finished goods by the people. The circular flow model provides an overview of demand and supply in product and factor markets and suggests how these markets are linked to one another. In either case, the model of demand and supply is one of the most widely used tools of economic analysis. The model yields results that are, in fact, broadly consistent with what we observe in the marketplace.
- Rapid Increases in ______ is a cause of scarcity that occurs when demand increases more rapidly than supply can accommodate.
- This is because the initial investment to develop a drug is generally billions of dollars.
- In other words, the switchboard operators’ skills were no longer needed.
- Consumers will be forced to trim down their gas consumption to avoid the increasing prices.
- Similarly, the increase in quantity demanded is a movement along the demand curve—the demand curve does not shift in response to a reduction in price.
Although the city receives abundant rainfall, averaging more than 700 mm (27.5 inches) annually, its centuries of urban development mean that most precipitation is lost as contaminated runoff in the sewer system. In addition, elimination of the wetlands and lakes that once surrounded the city means that very little of this precipitation feeds back into local aquifers. Nearly half of the municipal water supply is taken unsustainably from the aquifer system under the city. Withdrawals so greatly exceed the aquifer’s renewal that some parts of the region sink up to 40 cm every year. In addition, it is estimated that nearly 40 percent of the city’s water is lost through leaks in pipes that have been damaged by earthquakes, by the sinking of the city, and by old age.
Demand
When the demand for workers for a particular occupation is greater than the supply of workers who are qualified, available, and willing to do that job, there is a labor shortage. That shortage is based on supply and demand—are there enough workers to meet an organization’s hiring needs? The definition of sub-nutrition includes poor absorption and/or poor biological use of nutrients consumed. The most convenient assumption for an agricultural economic analysis would be to ignore these factors. However, and again the current crisis in Southern Africa serves as a reminder, there may be significant differences between countries in these factors and the way they are changing. People may become more vulnerable, and so the economy more fragile and sensitive to ever-smaller shocks. This is also a reason for reassessing the importance of transitory, acute food insecurity.
He has authored books on technical analysis and foreign exchange trading published by John Wiley and Sons and served as a guest expert on CNBC, BloombergTV, Forbes, and Reuters among other financial media. We all love harvest season when wineries are gearing up to create some amazing new blends and bottles of wine. Grapes are a delicate fruit that need particular climate conditions to peak perfectly. Those climate conditions cannot always be controlled and one night of atypical freezing temperatures can ruin a grape crop. What do you think happens to the wine market when all the grape crops suffer? There is a huge shift in the supply of wine because there were not enough grapes to produce the typical quantity of cases that season.
This strategy of restricting production by firms in order to obtain profits in a capitalist system or mixed economy is known as creating artificial scarcity. Similar to time, you likely are not a billionaire who has an almost unlimited amount of money to buy things. Money is scarce, so you have to make decisions on what things you can afford to buy. Scarcity is the central principle in microeconomics since trade-offs, or opportunity costs, are involved in every decision you make. Another way scarcity can occur is if there is a change to supply, rather than demand. A decrease in supply could occur if a major supplier of a good shuts down production or the costs of input increase.
Case: Cartels And Not Scarcity
Global consumer and business trends can also create commodities and labor shortages. According to the World Bank, in 1986 “The major sources of transitory food insecurity are year-to-year variations in international food prices, foreign exchange earnings, domestic food production and household incomes. Temporary sharp reductions in a population’s ability to produce or purchase food and other essentials undermine long term development and cause loss of human capital from which it takes years to recover”. If the government allowed prices to go up instead of imposing a ceiling, supply and demand would be more likely to balance one another out. For example, in an oil shortage consumers might use more fuel-efficient cars or alternative fuels, which would result in reduced demand for oil.
Unequal Distribution Of Resources
An increase in supply, all other things unchanged, will cause the equilibrium price to fall; quantity demanded will increase. A decrease in supply will cause the equilibrium price to rise; quantity demanded will decrease.
Economics helps us understand the decisions that individuals, families, businesses, or societies make, given the fact that there are never enough resources to address all needs and desires. Free Financial Modeling Guide A Complete Guide to Financial Modeling This resource is designed to be the best free guide to financial modeling!