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Table 5.10 gives annual data on the Consumer Price Index (CPI) and the Wholesale Price Index (WPI), also called Producer Price Index (PPI), for the U.S. economy for the period 1960-1999.

a. Plot the CPI on the vertical axis and the WPI on the horizontal axis. A priori, what kind of relationship do you expect between the two indexes? Why?

TABLE 5.10     CPI AND WPI, UNITED STATES, 1960-1999

Year

CPI

WPI

Year

CPI

WPI

1960

29.8

31.7

1980

86.3

93.8

1961

30.0

31.6

1981

94.0

98.8

1962

30.4

31.6

1982

97.6

100.5

1963

30.9

31.6

1983

101.3

102.3

1964

31.2

31.7

1984

105.3

103.5

1965

31.8

32.8

1985

109.3

103.6

1966

32.9

33.3

1986

110.5

99.70

1967

33.9

33.7

1987

115.4

104.2

1968

35.5

34.6

1988

120.5

109.0

1969

37.7

36.3

1989

126.1

113.0

1970

39.8

37.1

1990

133.8

118.7

1971

41.1

38.6

1991

137.9

115.9

1972

42.5

41.1

1992

141.9

117.6

1973

46.2

47.4

1993

145.8

118.6

1974

51.9

57.3

1994

149.7

121.9

1975

55.5

59.7

1995

153.5

125.7

1976

58.2

62.5

1996

158.6

128.8

1977

62.1

66.2

1997

161.3

126.7

1978

67.7

72.7

1998

163.9

122.7

1979

76.7

83.4

1999

168.3

128.0

Source: Economic Report of the President, 2000, pp. 373 and 379.

 

b. Suppose you want to predict one of these indexes on the basis of the other index. Which will you use as the regressand and which as the regressor? Why?

c. Run the regression you have decided in b. Show the standard output. Test the hypothesis that there is a one-to-one relationship between the two indexes.

d. From the residuals obtained from the regression in c, can you enter- tain the hypothesis that the true error term is normally distributed? Show the tests you use.

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