we have the following data:   (large urban area) public transportation passenger miles (million) (very large urban area) public transportation passenger miles (million) 1982 133 1312 1983 146 1450 1984 151 1545 1985 155 1699 1986 153 1805 1987 153 2018 1988 151 2074 1989 149 2097 1990 151 2168 1991 158 2137 1992 162 2196 1993 182 2194 1994 188 2236 1995 190 2356 1996 199 2508 1997 205 2310 1998 217 2442 1999 231 2550 2000 236 2671 2001 235 2749 2002 237 2740 2003 233 2718 (1) test whether the means for public transportation passenger miles between 1982 and 2003 are the same for the two groups: large urban areas and very large urban areas. (2) what are the 95% confidence interval of the difference between the two means?

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we have the following data:

 

(large urban area)

public transportation passenger miles (million)

(very large urban area)

public transportation passenger miles (million)

1982

133

1312

1983

146

1450

1984

151

1545

1985

155

1699

1986

153

1805

1987

153

2018

1988

151

2074

1989

149

2097

1990

151

2168

1991

158

2137

1992

162

2196

1993

182

2194

1994

188

2236

1995

190

2356

1996

199

2508

1997

205

2310

1998

217

2442

1999

231

2550

2000

236

2671

2001

235

2749

2002

237

2740

2003

233

2718

(1) test whether the means for public transportation passenger miles between 1982 and 2003 are the same for the two groups: large urban areas and very large urban areas.

(2) what are the 95% confidence interval of the difference between the two means?  

 

Expert Solution
Step 1:-(1)

Here we've to test if there is a difference between the means of public transportation passenger miles for large urban areas and very large urban areas.

We state the hypothesis: 

H0: there is no difference between the means of public transportation passenger miles for large urban areas and very large urban areas.

H1: there is a Statistical significant difference between the means of public transportation passenger miles for large urban areas and very large urban areas.

 

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