Slide 1 Copyright © 2002 by O. Mikhail, Graphs are © by Pearson Education, Inc. Business Cycle Measurement Chapter 3.

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Slide 1 Copyright © 2002 by O. Mikhail, Graphs are © by Pearson Education, Inc. Business Cycle Measurement Chapter 3

Slide 2 Copyright © 2002 by O. Mikhail, Graphs are © by Pearson Education, Inc. Figure 3-1 Idealized Business Cycles Long Run Short Run

Slide 3 Copyright © 2002 by O. Mikhail, Graphs are © by Pearson Education, Inc. Figure 3-2 Percentage Deviations from Trend in Real GDP from 1947 to 1999 Business Cycles How to compute % deviations?

Slide 4 Copyright © 2002 by O. Mikhail, Graphs are © by Pearson Education, Inc. Figure 3-3 Business Cycle Vocabulary Pro-cyclical Counter-cyclical Can you graph an a-cyclical relation?

Slide 5 Copyright © 2002 by O. Mikhail, Graphs are © by Pearson Education, Inc. Figure 3-5 Imports and GDP Pro-? Counter-? a-cyclical? IM are more variable than real GDP IM are more variable than real GDP

Slide 6 Copyright © 2002 by O. Mikhail, Graphs are © by Pearson Education, Inc. Figure 3-6 Scatter Plot of Imports and GDP Use Correlation to determine cyclicality

Slide 7 Copyright © 2002 by O. Mikhail, Graphs are © by Pearson Education, Inc. Figure 3-7 Leading and Lagging Variables LEADINGLAGGING Can you graph a coincident relation?

Slide 8 Copyright © 2002 by O. Mikhail, Graphs are © by Pearson Education, Inc. Figure 3-8 Percentage Deviations from Trend in Real GDP (colored line) and the Index of Leading Economic Indicators (black line) for the Period Index is a Weighted Average of Macro Variables Useful for Forecasting

Slide 9 Copyright © 2002 by O. Mikhail, Graphs are © by Pearson Education, Inc. Key Variables and Empirical Regularities Business Cycle Facts For each variable, study its properties: Procyclical, countercyclical or acyclical. Leading or lagging. More or less variable relative to real GDP. Variables of interest: C, I, P, M s and E. P: Implicit Price Deflator

Slide 10 Copyright © 2002 by O. Mikhail, Graphs are © by Pearson Education, Inc. Figure 3-9 Percentage Deviations from Trend in Real Consumption (black line) and Real GDP (colored line) Consumption is less variable than real GDP Any macro model must produce: Consumption is smoother than GDP

Slide 11 Copyright © 2002 by O. Mikhail, Graphs are © by Pearson Education, Inc. Figure 3-10 Percentage Deviations from Trend in Real Investment (black line) and Real GDP (colored line) Which one is more Volatile?

Slide 12 Copyright © 2002 by O. Mikhail, Graphs are © by Pearson Education, Inc. Figure 3-11 Scatter Plot for the Percentage Deviations from Trend in the Price Level (the Implicit GDP Price Deflator) and Real GDP Reverse Phillips Curve ρ(P,Y) =

Slide 13 Copyright © 2002 by O. Mikhail, Graphs are © by Pearson Education, Inc. Figure 3-12 Price Level and GDP Countercyclical, coincident, less variable

Slide 14 Copyright © 2002 by O. Mikhail, Graphs are © by Pearson Education, Inc. Figure 3-13 Percentage Deviations from Trend in the Money Supply (black line) and Real GDP (colored line) for the Period Procyclical until 1980, leading, less variable

Slide 15 Copyright © 2002 by O. Mikhail, Graphs are © by Pearson Education, Inc. Figure 3-14 Percentage Deviations from Trend in Employment (black line) and Real GDP (colored line) Procyclical, lagging, less variable

Slide 16 Copyright © 2002 by O. Mikhail, Graphs are © by Pearson Education, Inc. Table 3-1 Cyclicality and Volatility CyclicalityVolatility

Slide 17 Copyright © 2002 by O. Mikhail, Graphs are © by Pearson Education, Inc. Table 3-2 Empirical Regularities Empirical Regularities (Stylized Facts) Can you propose a model that generates these facts? Behavior is Crucial to discriminate between different theories in Chapters 10 and 11

Slide 18 Copyright © 2002 by O. Mikhail, Graphs are © by Pearson Education, Inc. ASSIGNMENT III Consider the following data, which are observations on x and y over several periods of time : a) Construct a scatter plot of y against x. (Hint: similar to Slides 6 and 12) Is y pro-, or counter-cyclical with respect to x? b) Graph the time series of x and y (on the same graph). (Hint: Similar to Slide 5) Is y a leading, lagging, or coincident variable with respect to x? PeriodXY