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Economics Notes Macroeconomics Notes

The Tradeoff Between Inflation And Unemployment Notes

Updated The Tradeoff Between Inflation And Unemployment Notes

Macroeconomics Notes

Macroeconomics

Approximately 16 pages

These are the essays in macroeconomics I wrote in my 2nd and 3rd year at Cambridge. They were part of supervision assignments, are usually of 1000-1500 words in length and are of a first class standard. Topics include business cycle theory, monetary policy and unemployment....

The following is a more accessible plain text extract of the PDF sample above, taken from our Macroeconomics Notes. Due to the challenges of extracting text from PDFs, it will have odd formatting:

Chen Li Macroeconomics, Paper 2, Part IIA 1st Dec 2009 Supervision 04 Discuss the notion of a tradeoff between inflation and unemployment from a theoretical and empirical perspective. The notion o a tradeoff between inflation and unemployment is derived from the Phillips curve. It is named after William Phillips, who discovered a negative relationship between changes in nominal wages and unemployment. Since changes in wages are strongly correlated with changes in the price level, the Phillips curve was used later on to describe the empirical negative relationship between inflation and unemployment. The theoretical construct of the Phillips curve is developed as follows: Wage determination depends positively on the expected price level, negatively on the unemployment rate and another catchall variable: W = P e F (u , z ) (1) Wages depend on the expected price level, as workers and firms care about real, not nominal wages and as the actual price level in the future is not yet known when the wages are set. Wages also depend on the unemployment rate as higher unemployment weakens the worker's bargaining power, forcing them to accept lower wages. In not perfectly competitive markets, firms can charge a price for their goods higher than marginal cost, by setting a markup: P = (1 + u )W ( 2) where m is the markup. Putting these two equations together gives us P = (1 + u) P e F (u , z ) (3) Assuming that F has a specific form F (u , z ) = 1 - au + z (4) where a captures the strength of the effect of unemployment on the wage gives us Pt = Pt e (1 + u )(1 - au t + z ) (5) Now, we divide both sides by the past period's price level Pt Pt e = (1 + u )(1 - au t + z ) Pt -1 Pt -1 = 1 + p t = (1 + p te )(1 + u )(1 - au t + z ) Rearranging and assuming that inflation, expected inflation and the markup are not too large gives us: p t = p te + ( u + z ) - au t ( 6) 1

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