Question: The following regressions are based on the CPI data for the United States for the period 1960 2007, for a total of 48 annual observations:

The following regressions are based on the CPI data for the United States for the period 1960 2007, for a total of 48 annual observations:

1.

0.0334CPI,-1 ДСРI, - t = (12.37) d = 0.3663 RSS = 206.65 R² = 0.0703


2.

ACPĪ, = 1.8662 + 0.0192CPI,-1 t = (3.27) (3.86) R? = 0.249 d = 0.4462 = 166.921 RSS


3.

0.0334CPI,-1 I, - t = (12.37) d = 0.3663 RSS = 206.65


Where

RSS = residual sum of squares.

a. Examining the preceding regressions, what can you say about stationarity of the CPI time series?

b. How would you choose among the three models?

c. Equation (1) is Eq. (3) minus the intercept and trend. Which test would you use to decide if the implied restrictions of model (1) are valid?

0.0334CPI,-1 I, - t = (12.37) d = 0.3663 RSS = 206.65 R = 0.0703 ACP, = 1.8662 + 0.0192CPI,-1 t = (3.27) (3.86) R? = 0.249 d = 0.4462 = 166.921 RSS

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