2.3 a) Equilibrium condition; Demand = Supply
- 10q + 2000 = 5q + 200
15q = 1800
q = 120
P = 5(120) + 200 = 800
b) C.S = 1/2 x (2000 - 800) x 120 = 72000
P.S = 1/2 x (1800 - 200) x 120 = 36,000
Producer revenue = PQ = 120 x 800 = 96,000
Global surplus = C.S + P.S = 108,000
2.4 Maximum price means price ceiling while minimum price means price floor.
Under price floor, there is excess supply of good because floor is set above equilibrium price of market.
Under price ceiling, there is excess demand of good because ceiling is set below equilibrium price of market.
Sales tax increases the cost of firm and thus supply of good decreases which shifts supply curve leftwards and causing dead-weight loss.
The inverse demand function of a group of consumers for a given type of widgets is...
2.4) Calculate the effect on the market equilibrium of Problem 2.3 of the following interventions: a A minimum price of $900 per widget b A maximum price of $600 per widget c A sales tax of $450 per widget. In each case, calculate the market price, the quantity transacted, the consumens' net surplus, the producers' profit, and the global welfare. Illustrate your calcula tions using diagrams. Calculate the deadweight loss compared to the results of Problem 2.3. Summarize your results...
2.2 The inverse demand function of a group of consumers for a given type of widgets is given by the following expression: 11-10a + 2000 ($) where q is the demand and r is the unit price for this product. a Determine the maximum consumption of these consumers. b Determine the price that no consumer is prepared to pay for this product. c Determine the maximum net consumers' surplus. Explain why the consumers will not be able to realize this...
2.2 The invers e demand function of a group of consumers for a given type of widgets is given by the following expression: π-10a + 2000 ($) where q is the demand and r is the unit price for this product. a Determine the maximum consumption of these consumers. b Determine the price that no consumer is prepared to pay for this product. c Determine the maximum net consumers' surplus. Explain why the consumer will not be able to realize...
§ The inverse demand function of a group of consumers for a given type of goods is given by the following: ! = −10& + 2000 [$] where q is the demand and ! is the unit price for this product. 1) For a price of 1000 $/unit, calculate the consumption, the consumers’ gross surplus, the revenue collected by the producers and the consumers’ net surplus. 2) If the price increases by 20%, calculate the change in consumption and the...
Demand, Supply and Equilibrium: Given the following equations representing the behavior of producers and consumers: Price Quantity Demanded Qd Quantity Supplied Qs 52 48 44 40 35 32 29 26 24 Consumers: Qd = 3,380 - 35P, Producers: Qs =95P, (P: Price) (Qd: quantity demanded, Qs: Quantity supplied ) What price corresponds to the equilibrium price for this market? (1%) What is the equilibrium quantity? Over what range of prices does a Surplus result? Over what range of...
1. The demand for U.S. wheat is composed by a domestic demand and a global demand. Suppose the global demand (measured per million of bushes) is given by Q = 3244 – 283P of which the domestic demand corresponds to Qd = 1700 – 107P. The domestic supply is Qs = 1944 + 207P. (a) Find the free market equilibrium (Specify quantity and prices) (b) Assume the US signs a new free trade agreement that adds 200 million bushes to...
Demand, Supply and Equilibrium: Given the following equations representing the behavior of producers and consumers: Price Quantity Demanded Qd Quantity Supplied Qs 52 1,560 4,940 48 1,700 4,560 44 1,840 4,180 40 1,980 3,800 35 2,155 3,325 32 2,260 3,040 29 2,365 2,755 26 2,470 2,470 24 2,540 2,280 Consumers: Qd = 3,380 - 35P, Producers: Qs =95P, (P:...
The demand equation for widgets is given by : Qd = a –bP + cG and the supply equation is given by Qs = α + βP - ρN; where P price of widget, G is price of substitutes for widget, and N is price of inputs. Find equilibrium price and quantity. 6. Suppose there is a tax $T levied on each widget sold so that consumers pay Pc = Pp +T where Pp is price producers receive in #5...
Analyze the following three scenarios (Efficient, A, and B) describing the market for widgets. ● Consider the market for widgets, consumers have a market (aggregate) marginal benefit curve of MB = 90 – 2Q. The supplier(s) in that market have a market (aggregate) marginal cost curve of MC = 4Q. Efficient Outcome ● Use the marginal benefit and marginal cost equations given above to determine the efficient quantity (Q*) and the joint surplus (JS*) based on that quantity. Equilibrium with...
Question 1: In a perfectly competitive market, the demand curve is given as: Q=100-5P, the supply curve is given as Q=3P-12. Compute the total social surplus of this market. If the government impose a tax on the producers, and the tax rate is $2 per unit produced. What is the deadweight loss? If the government impose a tax on the consumers, and the tax rate is $2 per unit purchased, graphically show the change in the market equilibrium and the...