= Given the linear wage setting equation wWS (yt): B+ a(yt-ye) + Zw in which B is a constant reflecting the unemployment benefit and the disutility of work, and zw is the set of wage-push factors, and using the price-setting rule P = (1 + µ)W/A in which is price mark-up and X is productivity. Consider an increase in employment above the equilibrium level due to a positive aggregate demand shock. Explain (mathematically) how this shocks affects inflation. Are the assumptions you made in this derivation realistic? Explain.

Microeconomics: Private and Public Choice (MindTap Course List)
16th Edition
ISBN:9781305506893
Author:James D. Gwartney, Richard L. Stroup, Russell S. Sobel, David A. Macpherson
Publisher:James D. Gwartney, Richard L. Stroup, Russell S. Sobel, David A. Macpherson
Chapter13: Earnings, Productivity, And The Job Market
Section: Chapter Questions
Problem 11CQ
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3. Given the linear wage setting equation wwS (yt) = B + a(¥ – Ye) + zw in which B is a
constant reflecting the unemployment benefit and the disutility of work, and z, is the set of
wage-push factors, and using the price-setting rule P = (1+ µ)W/A in which u is price
mark-up and d is productivity. Consider an increase in employment above the equilibrium
level due to a positive aggregate demand shock. Explain (mathematically) how this shocks
affects inflation. Are the assumptions you made in this derivation realistic? Explain.
(100 words, 1 equation = 1 word)
Transcribed Image Text:3. Given the linear wage setting equation wwS (yt) = B + a(¥ – Ye) + zw in which B is a constant reflecting the unemployment benefit and the disutility of work, and z, is the set of wage-push factors, and using the price-setting rule P = (1+ µ)W/A in which u is price mark-up and d is productivity. Consider an increase in employment above the equilibrium level due to a positive aggregate demand shock. Explain (mathematically) how this shocks affects inflation. Are the assumptions you made in this derivation realistic? Explain. (100 words, 1 equation = 1 word)
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