Consider two substitute products; movies and Box Office rentals. With the aid of graphical illustrations, explain why the outcome of a general equilibrium analysis can differ substantially from that of a partial equilibrium analysis, when evaluating the impact of a unit tax on movie tickets.
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Consider two substitute products; movies and Box Office rentals. With the aid of graphical
illustrations, explain why the outcome of a general equilibrium analysis can differ substantially
from that of a partial equilibrium analysis, when evaluating the impact of a unit tax on movie
tickets.
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- Using general equilibrium analysis, and taking into account feedback effects, analyze the effects of increased taxes on airline tickets on travel to major tourist destinations such as Florida and California and on the hotel rooms in those destinations.Which is the correct answer ? Coffee and doughnuts are complements in consumption. Suppose bad weather in the coffee producing regions of the world, which shifts the coffee supply curve leftward. How do the general equilibrium price and quantity outcomes compare to the partial equilibrium outcomes for this situation? A. General equilibrium price and quantity are higher. B. General equilibrium price is higher and quantity is lower. C. General equilibrium price is lower and quantity is higher. D. General equilibrium price and quantity are lower.Choose the correct answer. Coffee and doughnuts are complements in consumption. Suppose bad weather in the coffee producing regions of the world, which shifts the coffee supply curve leftward. How do the general equilibrium price and quantity outcomes compare to the partial equilibrium outcomes for this situation? A. General equilibrium price and quantity are higher. B. General equilibrium price is higher and quantity is lower. C. General equilibrium price is lower and quantity is higher. D. General equilibrium price and quantity are lower.
- Consider a pure exchange economy, where each consumer has preferences described by a Cobb-Douglas utility function. Both consumers have exactly the same endowment. In such an economy, an equitable distribution of goods (where each individual consumes exactly half of each good) is a Walrasian equilibrium allocation. a. always for any consumers' preferences b.only if consumers' preferences are exactly the same c. never d. non of the aboveConsider an exchange economy with two consumers (A and B) and two goods (x1 and x2). Consumer A has an endowment of 5 units of x1 and none of x2, whereas Consumer B has an endowment of 3 units of x1 and 15 units of x2. Consumer A's utility function is given by uA=xA1xA2, and Consumer B's utility function is given by uB=min{xB1,xB2}. Both goods are traded in competitive markets. Find the competitive equilibrium price for x2, assuming p1=1.Consider a pure exchange economy, where each consumer has preferences described by a Cobb-Douglas utility function. Both consumers have exactly the same endowment. In such an economy, an equitable distribution of goods (where each individual consumes exactly half of each good) is a Walrasian equilibrium allocation? a. always, for any consumers' preferences b. only if consumers' preferences are exactly the same c. Never d. None of the above
- Person A has a utility function of and person B has a utility function Agent A and agent B have identical endowments of (1/2,1/2). (a) Illustrate this situation in an Edgeworth box diagram. (b) What is the equilibrium relationship between p1and p2? (c) What is the equilibrium allocation?Use a matrix method to find the equilibrium prices and quantities where the supply and demand functions for Good 1, Good 2 and Good 3 are as Qd1 = 50 − 2P1 + 5P2 − 3P3, Qs1 = 8P1 − 5 Qd2 = 22 + 7P1 − 2P2 + 5P3, Qs2 = 12P2 − 5 Qd3 = 17 + P1 + 5P2 − 3P3, Qs3 = 4P3 − 1consider an exchange economy with 2 goods (1 and 2) and 2 consumer (A and B). a bundle with x units of good 1 and y units of good 2 is written as (x,y). consumer A has an endowment (4,0) and consumer B has an endowment (12,12). the 2 goods are perfect substitutes for each consumer. consider an allocation in which A receives (1,9) and B receives (15,3) if we can redistribute endowments suitably, it is possible to obtain this allocation as the outcome of a competitive equilibrium. is this true or false? explain carefully
- Explain equilibrium. Be specific and provide at least one example.Use the Fundamental Theorem of Exchange and draw Edgeworth Box diagrams to show the conditions necessary for an 'efficient' allocation of two goods between two individuals. Use this model to evaluate the statement: "If two individuals have identical endowments of both goods there are no possible gains from trade". Hint: you need to develop your explanation of the theory and the efficiencyconditions step-by-step. You need to draw several diagrams showing Edgeworth BoxDiscuss what is Market Pricing and identify all salient factors of market pricing on economic decision-making.