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Case Problem 1 A Bipartisan Agenda for Change In a study conducted by Zogby International for the Democrat and Chronicle, mor
DATA file NY Reform Chapter 12 Tests of Goodness of Fit, Independence, and Multiple Proportions The responses were coded usin
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1 1 1 2 1 1 1 1 1 1 1 1 1 1 2 2 1 2 Republican Republican Republican Republican Republican Republican Republican Republican R
0 0
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Answer #1

Sol:

Chi square output for each question is shown below:

Chi-Square Test: CUT PAY FOR LATE BUDGET
Observed Frequencies
Column variable
Row variable Yes No Total
Democrat 22 14 36
Independent 10 9 19
Republican 39 6 45
Total 71 29 100
Expected Frequencies
Column variable
Row variable Yes No Total
Democrat 25.56 10.44 36
Independent 13.49 5.51 19
Republican 31.95 13.05 45
Total 71 29 100
Data
Level of Significance 0.05
Number of Rows 3
Number of Columns 2
Degrees of Freedom 2
Results
Critical Value 5.991465
Chi-Square Test Statistic 10.18748
p-Value 0.006135
Reject the null hypothesis
Expected frequency assumption
       is met.
Chi-Square Test: RESTRICTIONS ON LOBBYISTS?
Observed Frequencies
Column variable
Row variable Yes No Total
Democrat 21 15 36
Independent 15 4 19
Republican 34 11 45
Total 70 30 100
Expected Frequencies
Column variable
Row variable Yes No Total
Democrat 25.2 10.8 36
Independent 13.3 5.7 19
Republican 31.5 13.5 45
Total 70 30 100
Data
Level of Significance 0.05
Number of Rows 3
Number of Columns 2
Degrees of Freedom 2
Results
Critical Value 5.991465
Chi-Square Test Statistic 3.71902
p-Value 0.155749
Do not reject the null hypothesis
Expected frequency assumption
       is met.
Chi-Square Test: SUPPORT TERM LIMITS?
Observed Frequencies
Column variable
Row variable Yes No Total
Democrat 17 19 36
Independent 10 9 19
Republican 32 13 45
Total 59 41 100
Expected Frequencies
Column variable
Row variable Yes No Total
Democrat 21.24 14.76 36
Independent 11.21 7.79 19
Republican 26.55 18.45 45
Total 59 41 100
Data
Level of Significance 0.05
Number of Rows 3
Number of Columns 2
Degrees of Freedom 2
Results
Critical Value 5.991465
Chi-Square Test Statistic 5.11158
p-Value 0.077631
Do not reject the null hypothesis
Expected frequency assumption
       is met.

1: "Support Congressional Team Limits?" because for question 3, the test statistic is 5.1 (yellow line).

2. ?2 = 10.19, Reject H0; ?2 = 3.72, Fail to Reject H0; ?2 = 5.11, Fail to Reject H0

3 Since the proportion of each party answering "Yes" for each question is not consistent across all three political parties, it must indicate that support for the reforms is not independent of political party.

4 The best way to compare these charts visually is to break up each political party bar into two pieces, one for "Yes" and one for "No" creating six pieces for each chart. Then compare the size of the corresponding piece on the observed side to its corresponding piece on the expected side. If the corresponding pieces are very different in size, then it indicates the variables are not independent of each other.

5 The distribution is not applicable to any of the three chi-square tests

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