Kai M.

asked • 10/13/23

Allocatively Efficient Quantity

Demand = (-100,000/1,000,000)x +900,000 Supply =( 200,000/1,000,000)x Y-axis= price in dollars increments in100,000 X-axis= quantity of house increments in millions

equilibrium: price = 600,000 quantity = 3,000,000

The figure shows the market for new homes at the end of 2022. Virtually everyone requires a mortgage—a loan—to buy a home. In 2023, the interest rate paid on mortgages rose significantly. Consequently, at every price the quantity of new homes demand changed by 3 million. The market was in equilibrium in 2022 and 2023.

At the end of 2022, what was the allocatively efficient quantity of new homes?

Illustrate how the market (that is, the demand and supply) for new homes changed in 2023.

In 2023, what is the equilibrium price and quantity of new homes? What is the allocatively efficient quantity? What is the amount of consumer surplus? Is there a deadweight loss? Answer in an essay

Kai M.

This allocation represents the ideal scenario where the price of $600,000, which prevailed at the equilibrium, matched the marginal cost (MC) of production. The MC was determined to be 0.2 times the quantity, according to the supply curve, and it also equated to 0.2 times 3,000,000, which is indeed $600,000. This alignment of price and MC signifies allocative efficiency, suggesting that resources were allocated optimally in the market for new homes at that time. However, in 2023, the market faced disruptions due to a significant increase in mortgage interest rates, leading to shifts in the quantity of new homes demanded at every price level, potentially altering the equilibrium in the following year. In the given market scenario, the equilibrium price and quantity are determined by the interaction of supply and demand for houses. The equilibrium price for new homes in 2023 is $400,000, and the equilibrium quantity is 2,000,000 new homes. The allocatively efficient quantity, which represents the ideal point of resource allocation, is found to be 2,000,000 houses. This is where the quantity supplied equals the quantity demanded, resulting in an equilibrium price of $400,000 per house. At this point, consumers are willing to pay this price, and producers are willing to supply this quantity, making the market efficient in terms of allocative efficiency. The consumer surplus, which represents the additional benefit enjoyed by consumers when they pay a price lower than what they are willing to pay, is calculated to be a substantial $200 billion. Importantly, there is no deadweight loss in this market because the equilibrium quantity is also the allocatively efficient quantity, signifying that resources are allocated optimally without any inefficiencies or market distortions.
Report

10/14/23

Kai M.

This what I got
Report

10/14/23

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