Graph the demand function P=-2.4Q+25 and supply function P=1.4Q+2, find the equilibrium, equilibrium when tax or subsidy is imposed and the consumer and supplier share. 25 (0, 10) B (10,0) (0,0) D(10,10) QE PE Compute the New Equilbrium when there is Tax of BHD 1.1 D(10, 10) QN Consumer Share 23 24 25 26 27 28 29 30 31 32 200266428808321 19 17 10, 10) Dema Function 8 7 6 Supply Function 8 9 10 11 13 14 15 16 17 18 19 20
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- Assume that the Demand Function is P = 16250 - 6Q and Supply Function is P = 2000 + 3Q, a tax of P1200.00 is imposed by the government to the producers. (Graph items 1-5) 1. Whatis the Ps? 2. Whatis the Pb? 3. Compute for the DWL. 4. How much taxc is paid by the Suppliers? 5.How much tax is paid by the consumers?Demand = 20-P; Supply = P/3; both linear. What is deadweight loss associated with a $4/unit output tax levied on consumers?Suppose the demand function for cigarettes is given by Qd=80-20p and the supply is by Qs=10p-10. Suppose the government introduce a specific tax of t=1 to be levied from the produces. 1. Obtain the new supply Curve 2. Determine the new equilibrium quantity and price 3.compute the government revenue 4. Compute the incidence (burden) on the consumer 5. Compute the incidence (burden)on producers 6. Compute the dead weigh loss 7. Draw a diagram with all your analysis
- 1) The demand function for a product is shown by the equation P = 15 – Q and the Supply function P = 3 + 0.5Q. the product is subject to a tax of IDR.3/unit a. Determine the amount and price of the balance before and after tax. b. determine the amount and the balance price if the government provides a subsidy of IDR.2/unit c. how much tax is borne by producers and consumers d. how much of a subsidy is enjoyed by consumers e. How much does the government get for taxes and the amount of subsidies issued by the government?Suppose demand for cars is Qd = 550 - 70P and supply is Qs = 50 + 30P. Suppose government taxes producers of cars t=2. What is the DWL of the tax? What is total surplus?Assume that the demand function is given by x = p-εd and the supply function by y = . Find the equilibrium price. What is the effect on the equilibrium price of the introduction of a tax t = 1/10 if εd = εs = ½ ? Describe how the incidence of the tax is divided between consumers and suppliers.
- Consider a competitive market with the following supply and demand curve QS = 100/8 P and P = 400 -2.92Q. Assume the government imposes a tax on each unit sold, T = 30.What are the equilibrium quantities before and after the tax? Scegli un'alternativa: a. 133 before the tax and 123 after the tax b. 150 before the tax and 113 after the tax c. 133 before the tax and 150 after the tax d. 100 before the tax and 123 after the tax e. 133 before the tax and 133 after the taxa. The market demand and supply functions for VCR movie rentals are:QD=10-0.04P and QS=3.8P+4.Suppose that VCR movie rentals are taxed at $0.25 per unit. Calculate:i. the equilibrium quantity and price, point elasticity of demand in equilibrium andproducer surplus without tax.ii. the revenues generated by the tax, the loss in producer surplus and percentageof the burden of the tax falls on producers?b. Determine the "rule-of-thumb" price when the monopolist has a marginal cost of $25and the price elasticity of demand of -3.0.Tax incidence.Given:Demand (D): P = 100 – 1.5 Q Q* = 40 P*=40Supply (S): P = 20 + 0.5 Qa. Suppose a specific tax of P10 per unit is imposed on producers.i. What is the new supply function?ii. Solve for the new equilibrium quantity and price after the tax is imposed.b. How much will the consumer pay for the good (price)?c. How much will the producer sell for this good (price)?d. What is the amount of total tax revenues?e. Who bears the burden of tax? Why?f. Calculate the elasticity of demand and supply to validate your answer in letter e. Discuss youranswers.
- Please no written by hand solution A firm's profit function is: π(x,y) = 96x - 6x^2 + 84y - y^2 - 2xy .Suppose the firm's production causes pollution and the local authorities decide to apply a tas on its production, T=t(x+y), where t is a parameter. Given the tax, the firm maximises their tax revenue. What is the maximum profit the firm can obtain? What is the demand elasticity of price for each commodity at their maximum point?Market supply of Mandrake root is given by Q=4P. The government ofimposes a per unit tax of $5 and producers pay the tax. What is thehighest market price of Mandrake at which producers will sell at least 34units?(2) (Assume that s = 0 (there is no subsidy.)(a) Write down firm A’s profit function. (No work required.)(b) Find each firm’s best response function. (You may do this directly or by setting s to zero inyour expressions from (1b).(c) Solve for equilibrium outputs (q*A, q*B). You may either use the symmetry in this problem toassume a symmetric solution, or solve for firm B’s best response and solve the two best responsessimultaneously. (d) Solve for the equilibrium price.(e) Solve for the equilibrium profits.