Macroeconomics (Book Only)
Macroeconomics (Book Only)
12th Edition
ISBN: 9781285738314
Author: Roger A. Arnold
Publisher: Cengage Learning
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Chapter 13, Problem 7WNG
To determine

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1. Given In Qda = 2.35 – 0.12 In Pa - 0. 25 ln Y + 0.18 In Pb – 0.26 ln Pc, (all in logarithmic form), which of the following is correct? Note: Qda is the quantity demanded for product “a", Pa is the price of product "a", Pb is the price of product "b", Pc is the price of product “c" and Y is the income, In means natural logarithm. A. the demand for product "a" is price inelastic B. the demand for product "a" is price elastic C. a 1% increase in the Pa will cause a 0.12% decrease in the demand for product "a" D. A and Care correct E. B and C are correct 2. Given: In Qda = 2.35 – 0.12 In Pa - 0. 25 In Y + 0.18 ln Pb – 0.26 ln Pc, (all in logarithmic form), which of the following is correct? The definition of the variables are found in #1. A. product "a" and product "b" are substitutes B. product "a" and product “b" are complementary C. a 1% increase in the Pb will increase the demand for "a" by 0.18% D. A and C are correct E. B and Care correct
Aggregate Supply Aggregate Demand Price Level rGDP Price level rGDP 115 620 100 660 640 120 110 650 125 660 640 120 130 680 130 630 140 700 140 620 150 712 150 610 160 722 160 600 170 730 170 590 You may find the “Centauri 2112" Excel file useful in your efforts. The AI that runs your actuarial department has calculated that, at any price level, Centauri's aggregate demand has the equation AD = 0.75(Y – T) + G, where Y is real GDP, T is total taxes, I is investment and G is government spending. Everything is measured in billions of 2099 Cents (denoted C). The government reports that taxes are T = 60 and government expenditures are G = 205. a) By how much will a 10-Cent decrease in taxes T increase Aggregate Demand? b) By how much will a 10-Cent increase in government spending G increase Aggregate Demand?. c) Which policy is a more effective way to change Aggregate Demand? d) Determine a policy that will return the Centauri economy to its long-run equilibrium. That is, figure out a…
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