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The market for rice has the following supply and demand schedules: $$\begin{array}{ccc} P(\text { per ton }) & Q^{D} \text { (tons) } & Q^{s} \text { (tons) } \\ \hline \$ 10 & 100 & 0 \\ \$ 20 & 80 & 30 \\ \$ 30 & 60 & 40 \\ \$ 40 & 50 & 50 \\ \$ 50 & 40 & 60 \end{array}$$ To support rice producers, the government imposes a price floor of \(\$ 50\) per ton. a. What quantity will be traded in the market? Why? b. What steps might the government have to take to enforce the price floor?

Short Answer

Expert verified
a. The quantity traded in the market will be 40 tons. b. To maintain the price floor, the government could buy the surplus, offer subsidies to consumers to increase demand, or enforce regulations that prevent selling below the price floor.

Step by step solution

01

Understand the Concept of Price Floor

A price floor is a minimum price buyers are required to pay for a good or service. It's above the equilibrium price. As a result, it may create a surplus.
02

Identify Quantity Demanded and Supplied at the Price Floor

In this case, the price floor is set at \$50. From the supply and demand schedules, at a price of \$50, the quantity demanded (Q^D) is 40 tons and the quantity supplied (Q^S) is 60 tons.
03

Analyze Market Trade at Price Floor

At a price of \$50, suppliers want to supply more (60 tons) than buyers want to buy (40 tons). So, the quantity traded in the market will be determined by the amount that buyers are willing to purchase– 40 tons.
04

Analyze Government Steps to Enforce the Price Floor

Since a price floor creates a surplus (20 tons), the government should take steps to ensure that the surplus does not lower the market price. This might involve buying the surplus itself or subsidizing consumers to increase demand.

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Key Concepts

These are the key concepts you need to understand to accurately answer the question.

Market Equilibrium
Understanding market equilibrium is foundational in microeconomics. It's the point where the quantity demanded by consumers equals the quantity supplied by producers, resulting in no excess supply or demand. At equilibrium, the market is in a state of balance, with a certain price that both buyers and sellers are happy with, leading to a stable economy. The market for rice, as presented in the textbook exercise, experienced equilibrium before the government intervention. Usually, market equilibrium is reached naturally through the interaction of supply and demand without external influences.
Quantity Demanded
The concept of quantity demanded refers to the number of goods that consumers are willing and able to buy at a specific price over a given period of time. It's important to understand that quantity demanded is not the same as demand. Rather, it is a specific point on the demand curve that illustrates what happens to the demand for rice when the price changes. In the case of the rice market, the quantity demanded decreases as the price increases, which can be seen in the supply and demand schedules.
Quantity Supplied
Quantity supplied, on the other hand, pertains to the amount of a good that producers are willing and able to sell at a certain price. Like quantity demanded, it corresponds to a specific point on the supply curve. Generally, as prices rise, it becomes more profitable for firms to increase production, thus increasing the quantity supplied. In our rice market case study, as the price of rice goes up, farmers are more inclined to supply more, hoping to capitalize on the higher price.
Government Intervention
Government intervention in the marketplace happens through various mechanisms such as price floors or price ceilings, taxes, subsidies, and quotas. Specifically, a price floor like the one in the rice market exercise is set to prevent prices from dropping below a certain level, benefiting producers. However, government intervention often results in market inefficiencies such as surpluses or shortages, because it disrupts natural market equilibrium. These interventions can stabilize markets and protect producers and consumers, but must be managed carefully to reduce negative side effects.
Supply and Demand Schedules
Supply and demand schedules are tabulations that show how much of a good will be bought and sold at different prices. They are essential for visualizing how the market works. The schedules depict various price levels and the corresponding quantities demanded and supplied at those prices. From these schedules, you can determine the market equilibrium and predict the consequences of price changes. In our textbook exercise, the schedules allowed us to observe how a government-set price floor results in a surplus where quantity supplied exceeds quantity demanded.

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Most popular questions from this chapter

Every year in Houseville, California, builders construct 2,000 new homes-the most the city council will allow them to build. And every year, the demand curve for housing shifts rightward by 2,000 homes as well. Using supply and demand diagrams, illustrate how each of the following new events, ceteris paribus, would affect the price of homes in Houseville during the current year, and state whether home prices would rise or fall. a. Houseville has just won an award for the most livable city in the United States. The publicity causes the demand curve for housing to shift rightward by 5,000 this year. b. Houseville's city council relaxes its restrictions, allowing the housing stock to rise by 3,000 during the year. c. An earthquake destroys 1,000 homes in Houseville. There is no affect on the demand for housing, and the city council continues to allow only 2,000 new homes to be built during the year. d. The events in a., \(b .,\) and \(c .\) all happen at the same time.

In the chapter, you learned that one way the government enforces agricultural price floors is to buy up the excess supply itself. If the government wanted to follow a similar kind of policy to enforce a price ceiling (such as rent control), and thereby prevent black market-type activity, what would it have to do? Is this a sensible solution for enforcing rent control? Briefly, why or why not?

[Requires appendix] Could any combination of home price, mortgage, or further borrowing on a home result in a simple leverage ratio of \(1 / 2 ?\) If yes, provide an example. If no, briefly explain why.

Every year, the housing market in Monotone, Arizona, has the same experience: The demand curve for housing shifts rightward by 500 homes, 500 new homes are built, and the price of the average home doesn't change. Using supply and demand diagrams, illustrate how each of the following new events, ceteris paribus, would affect the price of homes in Monotone during the current year, and state whether the price rises or falls. a. Because of special tax breaks offered to Monotone home builders, 800 new housing units are built during the current year. b. Because of events in the overall economy, interest rates fall. c. The Monotone city council passes a new zoning law that prevents any new home construction in Monotone during the year. d. Because of the new zoning law, and the resulting change in home prices, people begin to think that homes in Monotone are a better investment than they had thought before. e. 500 new homes are built in Monotone during the year, but that same year, an earthquake destroys 2,000 preexisting homes. As a result of the earthquake, 3,000 homeowners decide they no longer want to live or own homes in Monotone.

[Requires appendix] Suppose, as in the previous problem, you buy a home for \(\$ 400,000\) with a down payment of \(\$ 100,000\) and take out a mortgage for the remainder. Over the next three years, the price of the home rises to \(\$ 500,000 .\) However, during those three years, you also borrow \(\$ 50,000\) in additional funds using the home as collateral (called a "home equity loan"). Assume that, at the end of the three years, you still owe the \(\$ 50,000\) as well as your original mortgage. a. What is your equity in the home at the end of the three years? b. How many times are you leveraged on your investment in the home at the end of the three years? c. By what percentage could your home's price fall (after it reaches \(\$ 500,000\) ) before your equity in the home is wiped out?

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