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.
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Suppose
two markets: a market for a necessity and a market
for a luxury good. All else equal (including supply
conditions), in which market do you expect
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- •A market has the market supply equation as P = ½Q andthe demand equation as P = 6 ½Q, where P is price indollars and Q is the quantity.•••(a) Solve for the equilibrium price, the equilibrium quantity,the consumer surplus and the producer surplus in themarket. Support your answers with a suitable marketdiagram.•••(b) If there is a price ceiling of $2, compute the consumersurplus, producer surplus and the deadweight loss in themarket. Support your answers with a suitable marketdiagram.Suppose demand and supply are given by? = 500-2P and ? =-100+3Pa) Which function is the demand function and why?b) Compute the equilibrium price and quantity in this market?c) Compute the consumer surplus and producer surplus.d) Suppose a GHC 1 exercise tax is imposed on the good. Determine the new equilibrium price and quantity.e) Compute the tax revenue to the government. f) Compute the deadweight loss resulting from the tax.Please give a neat and step-by-step solution. Question: Given, P = 200 - 3Q P = 50 + 2Q What is the market equilibrium P and Q? If the price goes up by $10, how will the customers react? (Hint: Find PED and comment. First find new P* and Q*) If the government regulates the market by imposing 10% sales tax, what will be the change in producer surplus? Imagine there is no tax, and the market is competitive. What will be the profit maximization output level?
- The demand and supply functions for stylus pens are given by P = 100 - Q and P = 20 + 5Q, respectively.Now the government imposed a $10 per unit tax on stylus pens collected from sellers. What are themarket equilibrium price and quantity of stylus pens before imposing the tax? What are the marketequilibrium price and quantity of stylus pens after imposing the tax? What is the tax burden imposed onbuyers and sellers, respectively?where QD denotes the quantity demanded and p the price. The gold curve for apples is given by QO (p) = 3/2 p, where QO denotes the quantity o§ert. SC denotes the consumer surplus at market equilibrium in the absence of government intervention. Suppose the government imposes a ceiling price p = 30 on apples. We denote by SC the consumer surplus at market equilibrium with price ceiling. Calculate SC - SC *.Please 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.)
- Demand and supply equations for housing market per month are given below.• Demand for housing: ?? = 2500 − 0.5 ?• Supply of housing: ?? = −500 + ? A) Suppose that the government set a rent ceiling at $1800. What are the quantities ofhousing supplied and demanded at this price? In this case, is there a shortage orsurplus of houses?B) How does the price ceiling affect the efficiency in the housing market?C) Calculate the deadweight loss in the housing market after the price ceiling isimposed by the government.D) Calculate the potential spending for housing search activities.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 that the demand for a concert is represented by the following equation, where P is the price of concert tickets and QD is the quantity of tickets demanded:QD = 2200 - 24PThe supply of tickets is represented by the equation where P is the price of the tickets and QS is the quantity of tickets supplied:QS = -500 +79PGive all answers to two decimals. 1. Find the equilibrium price and quantity of tickets sold. 2. Calculate the consumer surplus and producer surplus at the equilibrium price and quantity. Use the formula for the area of a triangle, (½ × base × height), to calculate each value.
- Suppose a market in which demand equals Q=1200-10p and supply equals Q=20pa- What is the value of consumer surplus and what is the value of producer surplus?B - The government provided a subsidy of $10 per unit on the production of the commodity. What is the consumer's surplus now, and what is the producer's surplus? Are there losses associated with support and what is the size of these losses?Consider a competitive market where the market demand and the market sup- ply are given, respectively, by QD=500−2P and QS=2P (a) Find the competitive equilibrium price and quantity. (b) Suppose the government wants to help the producers by imposing a price floor of pf = 150. Assuming that the producers correctly anticipate the demand at price p f , find the consumer surplus, producer surplus, and the deadweight loss. (c) Suppose, instead of using a price floor, the government decides to help the producers by imposing a per unit tax t in the market and then giving all the tax collected to the producers. What is the value of t that will make the producers equally well off as in part (b)? What is the resulting deadweight loss?Please show all work thanks A.) According to this graph, how much is the consumer surplus when price is set at equilibrium (P = $8)? (use the area of triangle: Base x Height x 1⁄2) B.) According to this graph, how much is the producer surplus when price is equal to its equilibrium level (P=$8)? (use the area of triangle: Base x Height x 1⁄2) C.) In the graph, how much is deadweight loss at a price of P =$8 (equilibrium)?
