Calculate and interpret lambda for the following bivariate table. Show all of your work. SEX BY GOV
Question: Calculate and interpret lambda for the following bivariate table. Show all of your work.
SEX BY GOVERNOR’S APPROVAL RATING

Solution: We get
| Directional Measures | ||||||
| Value | Asymp. Std. Errora | Approx. Tb | Approx. Sig. | |||
| Nominal by Nominal | Lambda | Symmetric | .157 | .062 | 2.418 | .016 |
| approval Dependent | .103 | .064 | 1.546 | .122 | ||
| gender Dependent | .227 | .082 | 2.469 | .014 | ||
| Goodman and Kruskal tau | approval Dependent | .067 | .020 | .000c | ||
| gender Dependent | .144 | .040 | .000c | |||
| a. Not assuming the null hypothesis. | ||||||
| b. Using the asymptotic standard error assuming the null hypothesis. | ||||||
| c. Based on chi-square approximation | ||||||
Hence, we get lambda = 0.157. Also, if the gender is known, we observe a decrease of 22.7% in the error, whereas if Approval is known we see a decrease of 10.3% in the error.
8) a) What does it mean if standard deviation = 0?
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Solution: The solution file consists of 1 page
Deliverables: Word Document
Deliverables: Word Document
