The inverse supply function for soda is: PS = 2 + QS The inverse demand function for soda is: PD = 16-QD The quantity of soda bought and sold with a $4 tax on production is: Answer:
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- The demand and supply equations for a product are: Qd= 300 — 6P and Qs= -40 + 6P. Determine the market equilibrium and draw graphs. Suppose that the government decides to impose a flat tax of 10% on each unit sold. Show that the price that consumers pay would be the same if the government imposed a tax of Rs. 1.70 per unit sold. Draw graphs and explain. Also calculate the total revenue earned by sellers before and after the tax, the tax revenue raised by the government, changes in consumer and producers surplus, and deadweight lossThe demand and supply equations for a product are: Qd = 300 - 6P and Qs = -40 + 6P. Determine the market equilibrium and draw graphs. Suppose that the government decides to impose a flat tax of 10% on each unit sold. Show that the price that consumer pay would be the same if the government imposed a tax of Rs. 1.70 per unit sold. Draw graphs and explain. Also calculate the total revenue earned by sellers before and after the tax, the tax revenue raised by the government, changes in consumer and producers surplus and dead weight loss.The demand and supply equations for a product are: Q= 300 — 6P and Q.= -40 + 6P. Determine the market equilibrium and draw graphs. Suppose that the government decides to impose a flat tax of 10% on each unit sold. Show that the price that consumers pay would be the same if the government imposed a tax of Rs. 1.70 per unit sold. Draw graphs and Also calculate the total revenue earned by sellers before and after the tax, the tax revenue raised by the government, changes in consumer and producer surplus, and deadweight loss.
- Given the following information Q = 240 - 5P Qs =P where is the quantity demanded, Qs is the quantity supplied and P is the price. Suppose that the government decides to impose a tax of 512 per unit on sellers in this market. Determine: Demand and Supply equation after the tax.If the demand for automobiles is price elastic and an excise tax is levied on sellers of automobiles that causes a 10% increase in the price of automobiles paid by buyers, then: The quantity demanded of automobiles will decrease by more than 10% and buyers will bear a proportionally larger share of the direct burden of the tax than sellers. The quantity demanded of automobiles will decrease by more than 10% and sellers will bear a proportionally larger share of the direct burden of the tax than buyers. The quantity demanded of automobiles will decrease by less than10% and total revenues from auto sales will increase. The quantity demanded of automobiles will decrease by less than 10% and total revenues from auto sales will decrease.The following graph represents the demand and supply for pinckneys (an imaginary product). The black point (plus symbol) indicates the pre-tax equilibrium. Suppose the government has Just decided to impose a tax on this market; the grey points (star symbol) indicate the after-tax scenario. Demand Supply 16, 18 21.00 18.00 15.00 QUANTITY (Pinckneys) Complete the following table, given the information presented on the graph. Result Value Per-unit tax $6.00 Equilbrium quantity before tax Price producers recelve before tax $18.00 In the following table, indicate which areas on the previous graph correspond to each concept. Check all that apply. Concept D. Deadweight loss after the tax is imposed Consumer surplus after the tax is imposed Producer surplus before the tax Is imposed PRICE (Dotars per pinckney) 口□□
- 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.The market for tomatoes is competitive and characterized by a demand function of the form QD = 60000 - 4000p and a supply function of the form Qs = 6000p -30000, where quantity is measured in kilograms and p is the price per kilogram. %3D Suppose the government starts to charge sales tax on tomatoes. The tax is at 5% for every dollar a consumer spends on on tomatoes. 1. Calculate the equilibrium prices and quantity under the value tax 2. Calculate the government tax revenue, and the deadweight loss of the tax.The demand and supply equations for a product are: Q* = 0.2 300 – 6P and Q' = -40 + 6P. Determine the market equilibrium and draw graphs. Suppose that the government decides to impose a flat tax of 10% on each unit sold. Show that the price that consumers pay would be the same if the government imposed a tax of Rs. 1.70 per unit sold. Draw graphs and explain. Also calculate the total revenue earned by sellers before and after the tax, the tax revenue raised by the government, changes in consumer and producers surplus and dead weight loss.
- Suppose that the demand for a good is described by the inverse demand function p = 10 - 3q and the supply of the good is given by the inverse supply function p = 2 + 2 q: Q:Determine the incidence of the tax, who bears what shares of the tax (in percentage)?The inverse supply function for pizza is: pS = 4 + QS The inverse demand function for pizza is: pD = 10 - QD The deadweight loss of a $2 tax on production is: %D %3DThe inverse supply function for coal is PS = 2 + QS. The inverse demand function for coal is PD = 20 - 2QD. By how much does consumer surplus increase when a $3 subsidy to consumption is introduced? (Assume that no tax was in place before the subsidy is introduced).