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If rent control creates
consumers and suppliers of housing, why are consumers often in favor of this policy?
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- In a competitive market in which P = 100 − 2Q is the inverse demand for fuel and P = 10 + Q is the inverse supply of fuel. Calculations are preferred, but you may use a graph for partial Without a tax, what is the market-clearing price and output, P and Q? What is the consumer surplus and producer surplus (with no tax) If a tax on fuel is set at $15, how much fuel will be purchased? You can assume that the buyers pay the tax (but it doesn’t matter). What is the deadweight loss of the tax? Thanks!Suppose price is 5 percent above equilibrium intwo markets: a market for a necessity and a marketfor a luxury good. All else equal (including supplyconditions), in which market do you expect deadweight loss to be greater? Explain.The market demand and supply for renting apartments in the Midrand area is given as: Demand: p = 12 000 - 5Qd Supply: p = 800 + 3Qs 5. What is the landlord’s total revenue at the equilibrium price? [1] R7 000 000.[2] R12 000 000.[3] R8 000 000.[4] R1 400 000. 6. If the government implements an effective rent ceiling of R4 100 in the Midrand area, what are the search costs? [1] R0.[2] 2 640 000.[3] 1 320 000.[4] 72 000. 7. What price will the customers be willing to pay on the black market? [1] R5 000.[2] R4 100.[3] R6 500.[4] R1 400.
- Market demand is given as QD = 120 - 2P. Market supply is given as QS = P + 30. Which legally imposed price would constitute a binding price ceiling? Question 20Answer a. $30 b. $60 c. $10 d. $40To protect the well-being of the tenants, some legislators in Hong Kong suggest imposing a rent control. Explain the effects of a rent control on the market for rental housing, changes in the behavior of the landlords as a result of, and explain why these imply inefficiency.A) The total abatement is maximised under the cap and trade equilibrium. B) In the cap and trade equilibrium, Firm B’s gains from trade is (P* – P A) x (E X – E*/2)/2. C) Under the 50:50 split, Firm A’s total cost of abatement is given by PA x E*/2. D) Under cap and trade, Firm B pays Firm A an amount P* x (E X – E*/2), where E X is the abatement of Firm A after trade.
- What are the main goal or goals of rent control (holding rent below equilibrium rent; price ceilings.)? Be precise. In other words, what is the overall social/economic purpose or objective of rent control or rent stabilization?Consider a market where supply and demand are given by Qx s = -16+Px and Qd=92-2Px suppose the gouvernment imposes a price floor of $40, and agrees to purchase any and all units consumers do not buy at the floor price of $40 per unit. determine the cost to the gouvernment of buying firm's unsold units. Compoute the lost social welfare (deadweight loss) that stems from the $40 price floorConsider a nonrenewable resource that can be consumed either today (period 1) or tomorrow (period 2) and has a finite supply of 4 units. Assume the inverse demand for the resource in both periods is: P_1 = 30 - 5Q_1 P_2 = 30 - 5Q_2 Assume the marginal cost of extracting the resource is constant at $10 and the social discount rate is 20 percent (r = .2). Assuming the resource is allocated efficiently, what is the consumer surplus in period 1? Please report your answer out to at least two digits (e.g., 3.24).
- Consider an ad-valorem tax on a good X. The Demand for good X is constant elasticity with elasticity -2. The Supply for good Y is constant elasticity with elasticity 3. Consider the same setting as for the previous question. When a tax of 1% of the price is imposed on good X, then equilibrium quantity of X exchanged declines by what percentage?A market has a demand function given by the equation Qd= 180- 2P, and a supply function given by the equation Qs= -15+P. The market is government regulated with a price support per unit and production quotas. a) if all price set is set at $72 per unit, what is the production quota is needed to make sure there are no shortage of surpluses? Considering the price support amd the quota, calculate i) the consumer surplus ii) the producer surplus iii) deadweight lossPlease no written by hand solution In Example 9.1 LOADING... , we calculated the gains and losses from price controls on natural gas and found that there was a deadweight loss of $5.68 billion. This calculation was based on a price of oil of $50 per barrel and utilized the following equations: Supply: QS = 15.90 + 0.72PG + 0.05PO Demand: QD = 0.02minus 1.8PG + 0.69PO where QS and QD are the quantities supplied and demanded, each measured in trillion cubic feet (Tcf), PG is the price of natural gas in dollars per thousand cubic feet ($/mcf), and PO is the price of oil in dollars per barrel ($/b). If the price of oil were $65.00 per barrel, what would be the free-market price of gas? With a $65.00 price of oil per barrel, the free-market price of gas would be $nothing per thousand cubic foot. (Enter your response rounded to two decimal places.)