3. Consider the following demand and supply functions: Qa = 80 – 2P Q, = -100 + 8P (i) Find the equilibrium price and quantity (ii) (iii) Suppose govt. imposes a sales tax of TK.4 per unit, calculate the new equilibrium price and quantity. Suppose govt. provides subsidy of TK.3 per unit, calculate the new equilibrium price and quantity.
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- The equation of demand is Q=10000-5p, supply is Q=-2000+10p Q represents the quantity of houses on the market and P the rental price. The equilibriumrental price equals 800 euros per month. If the government gives people a housing allowance of 300 euros per month,What are the effects of each measure for both house owners and people renting ahouse? And what are the consequences for the government? Analyse the measuresgraphically and mathematically.Suppose demand and supply are given by Qxd = 14 − 1/2 Px and Qxs = 1/4 Px −1 a. Determine the equilibrium price and quantity. Show the equilibrium graphically. b. Suppose a $12 excise tax is imposed on the good. Determine the new equilibrium price and quantity.The annual demand and supply for liquor in a certain state is given by the following equation: Qd= 500,000 − 20,000P Qs=30,000P where P is the price per gallon and QD is quantity of gallons demanded per year. a. Suppose that a $1-per-gallon tax is levied on the price of liquor received by sellers. Use both graphic and algebraic techniques to show the impact of the tax on market equilibrium. b. Calculate (i) the excess burden of the tax, (ii) the amount of revenues collected, and (iii) the incidence of the tax between buyers and sellers.
- Suppose the market demand for milk is Qd = 40 – 4P Where Qd is millions of gallons demanded and P is price per gallon. Suppose the market supply for milk is Qs = - 40/3 + 20/3P Calculate tax revenue for tax rates of $3, $4 and $5 per gallon of milky. Tax revenue reaches a maximum at A.a tax rate greater than $5 per gallon of milk. B.$5 per gallon of milk. C.$4 per gallon of milk. D.$3 per gallon of milk.Suppose demand and supply are given by: Q^d=14-0.5P and Q^s=0.25P-1. Determine the equilibrium quantity and price in this market. Show the equilibrium graphically. Suppose a $12 excise tax is imposed on the good.Determine new supply and the new equilibrium quantity and price. How much does producers' revenue change? How much tax revenue does the government earn?Suppose that a market is described by the following supply and demand equations:Qs=2PQD=300-Pa.Solve for the equilibrium price and the equilibrium quantity.b.Solve that a tax of T is placed on buyers,so the new denad equation is QD=300-(P+T).Solve for the new equilibrium.What happens to the price receive by sellers,the price paid by buyers.and the quantity sold?c.Tax revenue is TxQ.Use your answer from part(b)to solve for tax revenue as a function of T.Graph this relationship for T between 0 and 300.d.The dead weight loss of a tax is the area of a triangle between supply and demand curves.Recalling that the area of the triangle is 1/2xbasexheight,solve for the dead weight loss as afunction of T.Graph this relationship for T between 0 and 300.e.The government now levies a tax of $200per unit on this good.Is this a good policy?Why or why not?Can you propose a better policy?
- 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.The annual demand for imported oranges is given by the following equation:?? = 600,000 − 30,000?where ? is the price per kilogram and ?? is quantity of kilograms demanded per year.The supply of imported oranges is given by the equation:?? = 20,000? b. Suppose that a $1-per-gallon tax is levied on the price of oranges received by sellers. Use both graphic and algebraic techniques to show the impact of the tax on market equilibrium.Due to good weather, there is an increase in the demand for the good. The new demand equation is Qd = 190 – 2P. The government is trying to decide between two options: Maintain the number of quotas and let the market adjust, orMaintain the price support and increase the number of quotas. Suppose now that the government decides to increase the number of quotas available to 72 units, but it keeps the price support at the current level of $72. Calculate: i) the consumer Surplusii) the producer surplusiii) deadweight loss HINT: Sketch the supply and demand equations. Which of the two options would be preferred by the producers? Which of the two options would be preferred by society as a whole?
- A1-1. Imagine that a market for a good is characterized by the following supply and demand equations: QS = –35 + 35P QD =100 – 10P where QS and QD are quantities in units and P is the price per unit. (a) Graph the supply and demand curves with quantity on the horizontal and price on the vertical axis. Be sure to calculate the P and Q intercepts for demand and the P intercept for supply. Calculate and illustrate the equilibrium price and quantity. [Hint: Show your work.] (b) Calculate both the demand and supply elasticity around the equilibrium point. [Hint: you can use either the point method or the average arc (midpoint) method.] (c) If a regulator imposes a quantity restriction by granting quotas for 60 units of output to existing producers, what is the new price and quantity traded? Does this policy create deadweight loss (DWL) in the market? Briefly explain and identify any DWL in your diagram. (d) What is the value of a unit of quota? Illustrate in your diagram.…Solve subpart 4. Suppose the supply and demand curves for a particular product are given by Qs=-20+2p Qd=100-2p Where Qs and Qd are quantities in units and P is the price per unit. Graph the supply and demand curves. Be sure to calculate the P and Q intercepts for demand and the P intercept for supply. Calculate and illustrate the equilibrium price and quantity. Calculate both the demand and supply elasticity around the equilibrium point. Suppose the government implements a price ceiling of $20/unit in this market. Is the price ceiling binding on the market? What are the quantities demanded and supplied at the price ceiling? How many units are exchanged at this price? Given the effects of the policy, is there a potential for illegal trade? Briefly explain your answers where necessary. What is the value of the economic surplus that would be generated in the original equilibrium? Is there a deadweight loss due to the price ceiling policy, and if so, what is its value? Briefly explain.The Australian government have suggested that they might need to increase GST to help fund the COVID-19 rescue package. GST is a tax on goods and services usually paid at the point of sale. Consider the market for bread. Suppose a loaf costs $4.15 and includes a 15-cent tax per loaf. q3- Suppose that at a price of $4.15 eight hundred loaves are sold and when the tax is increased to 20 cents seven hundred loaves are sold. Calculate the total tax revenue for the government before and after the change in the tax rate.