Which of the following situations would represent a "small-country" case in the analysis of the elasticities approach to devaluation? Select one: a. demand for exports curve has normal downward slope, supply of imports curve is horizontal b. supply curve of imports has normal upward slope, demand curve for exports is horizontal c. supply curve of imports is horizontal, demand curve for exports is vertical d. demand curve for exports is horizontal, supply curve of imports is vertical

Which of the following situations would represent a "small-country" case in the analysis of the elasticities approach to devaluation? Select one: a. demand for exports curve has normal downward slope, supply of imports curve is horizontal b. supply curve of imports has normal upward slope, demand curve for exports is horizontal c. supply curve of imports is horizontal, demand curve for exports is vertical d. demand curve for exports is horizontal, supply curve of imports is vertical

Managerial Economics: Applications, Strategies and Tactics (MindTap Course List)

14th Edition

ISBN:9781305506381

Author:James R. McGuigan, R. Charles Moyer, Frederick H.deB. Harris

Publisher:James R. McGuigan, R. Charles Moyer, Frederick H.deB. Harris

Chapter4: Estimating Demand

Section: Chapter Questions

Problem 6E

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Based on the attached equation.find:i) Supply EquationIdentify the supply equation after tax from the list below LIST OF EQUATION OPTIONS (a) Q = P + 12 (b) Q = 300 - 5P (C) Q = 228 - 5P (D) Q = P - 12 (E) 240 - 5P (F) Q = 180 - 5P (G) Q = 252 - 5P (H) Q = P ii) Demand Equation Identify the Demand equation after tax from the list below LIST OF EQUATION OPTIONS (a) Q = P + 12 (b) Q = 300 - 5P (C) Q = 228 - 5P (D) Q = P - 12 (E) 240 - 5P (F) Q = 180 - 5P (G) Q = 252 - 5P (H) Q = P
When the price is 10 TL for each pack of cookies, the supply is 250 thousand and the demand is 120 thousand boxes.When the price is 9,5 TL for each pack of cookies, the supply is 200 thousand and the demand is 240 thousand boxes. Since the price-demand and supply-demand equations are linear; Find and interpret the market equilibrium point after-tax if the consumer is taxed at a rate of 0,75 TL per product.
The short-run market demand and supply curves for good X are as follows: QD = 20 - 4P QS = 7 + 2.5P Find the equilibrium price and quantity before the imposition of the tax. What is the price actually paid by the demanders (Pd) due to a quantity or specific tax of $1 per unit collected from the buyers? What is the price actually received by the suppliers (Ps) due to a quantity or specific tax of $1 per unit collected from the buyers? What is the after- or post-tax quantity? What is the total revenue after the imposition of the quantity or specific tax? How much of the tax do consumers pay (in percent)? How much of the tax do producers pay (in percent)?
Q2. Suppose the following demand and supply function of a commodity. 15 Qd = 220 - 20P Qs = -200 + 40P After imposing tax, the new supply function is Qs = -240 + 40P Find out the equilibrium price and quantity before tax. Find consumer and producer surplus before tax. Determine government revenue and dead weight loss after tax.
Given: Qd = 240 - 5P Qs = P Where Qd is the quantity demanded, Qs is the quantity supplied and P is the price. Suppose the government decides to impose a tax of $12 per unit on sellers in this market. Determine: A) The buyer's price after tax B) The seller's price after tax C) The quantity after tax
When the price is 10 TL for each pack of cookies, the supply is 250 thousand and the demand is 120 thousand boxes. When the price is 9,5 TL for each pack of cookies, the supply is 200 thousand and the demand is 240 thousand boxes. Since the price-demand and supply-demand equations are linear; If a tax is applied at the rate of T=1.25 TL per product sold to the manufacturer, find and interpret the market balance point after tax.
Given the following information: QD= 240-5P QS= P Where QD is the quantity demand, QS is the quantity supplied and P is the price. Suppose the government decides to impose tax of $12 per unit on sellers in the market. Determine: Tax revenue _____________.
Consider the following demand and supply function of product ZT: Qd = 25 - 1.25 P Qs = -9 + 3 P Note: Determine the equilibrium point first to answer the following question. compute also the sales tax in order to answer those ff questions 7. How much is the change in the price for the consumer, when additional sales tax is 0.85 per unit? Use a number, 2 decimal values, no commas, no space, no signs. * 8. How much is the buying price when sales tax is imposed? Use a number, 2 decimal values, no commas, no space, no signs. *
Given the following information Qd = 240 - 5P Qs = P Where Qd is the quantity demanded, Qs is the quality supplied and P is the price. Equilibrium quantity before tax
Product Elasticity of Demand A -0.1 B -2.1 Based on the information below, discuss how excess burden can be minimized based on the Ramsey rule. What is the policy implication based on equity ground?
(Q1) Many software companies, after years of providing unlimited free telephone technical support for their products, began to charge for these services (typically after an initial start-up period of 90 days). Most companies offer two pricing plans. For instance, Lotus Development offers users of their spreadsheet software the option of paying either (i) $2.00 per minute for telephone support or (ii) a $129 flat charge for a year of unlimited toll-free calls. Question 1: Consider a customer with a yearly (expected) demand for service support of P = 11 – 0.1Q, where P is the price per minute and Q is the number of minutes of calls made per year. How many calls would this customer make under plan (i)? Why? How many calls would he or she make under plan (ii)? What would be the annual cost to this customer under each plan? Explain your answer. Question 2: Which plan would this customer choose? Explain your answer.
No written by hand solution 4.7 An estimate of the demand function for household furniture produced the following results: F=0.0036 Y1.35R0.19P(−0.37) r2=0.996 where F = furniture expenditures per household Y = disposable personal income per household R = value of private residential construction per household P = ratio of the furniture price index to the consumer price index The point price elasticity for household furniture is -0.37 or -1.95 or 1.35 or 7.11 and the income elasticity is -0.37 or -1.95 or 1.35 or 7.11 . According to the estimated model, a 10 percent increase in the value of private residential construction per household Increase or decrease the quantity demanded by 1.4 or 1.9 or 5.1 percent.