The GSS2008 asks people if they have seen an x-rated movie in the past year. Below is a logistic regression equation. The "Happy Marriage" variable is measured as follows: 0=Not Happy, 1=Pretty Happy, and 2=Very Happy.
Dependent Variable: Seen X-Rated Movie in Past Year? (No=0, 1=Yes)
$\begin{array}{lc} \text { Independent Variable } &\text {Slope}\\ \text { Sex ( Male =0 , Female =1 ) } &-1.23 * * * \\ \text { Happy Marriage} & -.45^{*} \\ \text {Age (in years) } &-.06 * * * \\ \text { Constant } &2.60\\\end{array}$
Calculate probabilities for a 40-year-old man in a pretty happy marriage and a 40-year-old woman in a pretty happy marriage. Then, use these examples to show that e^-1.23 is the odds ratio of female odds to male odds.

Question

The GSS2008 asks people if they have seen an x-rated movie in the past year. Below is a logistic regression equation. The "Happy Marriage" variable is measured as follows: 0=Not Happy, 1=Pretty Happy, and 2=Very Happy.
Dependent Variable: Seen X-Rated Movie in Past Year? (No=0, 1=Yes)

\begin{array}{lc} \text { Independent Variable } &\text {Slope}\\ \text { Sex ( Male =0 , Female =1 ) } &-1.23 * * * \\ \text { Happy Marriage} & -.45^{*} \\ \text {Age (in years) } &-.06 * * * \\ \text { Constant } &2.60\\\end{array}

Calculate probabilities for a 40-year-old man in a pretty happy marriage and a 40-year-old woman in a pretty happy marriage. Then, use these examples to show that e^-1.23 is the odds ratio of female odds to male odds.

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The Answer of The GSS2008 asks people if they have seen an x-rated movie in the past year. Below is a logistic regression equation. The "Happy Marriage" variable is measured as follows: 0=Not Happy, 1=Pretty Happy, and 2=Very Happy. Dependent Variable: Seen X-Rated Movie in Past Year? (No=0, 1=Yes) $\begin{array}{lc} \text { Independent Variable } &\text {Slope}\ \text { Sex ( Male =0 , Female =1 ) } &-1.23 * * * \ \text { Happy Marriage} & -.45^{*} \ \text {Age (in years) } &-.06 * * * \ \text { Constant } &2.60\ \end{array}$ Calculate probabilities for a 40-year-old man in a pretty happy marriage and a 40-year-old woman in a pretty happy marriage. Then, use these examples to show that e^-1.23 is the odds ratio of female odds to male odds.

The GSS2008 Asks People If They Have Seen an X-Rated