For someone who is 25 years old and adjusting for education, calculate the odds ratio of being employed for someone who is mother, had a college degree versus a mother who had a high school degree. Calculate the odds ratio to three places beyond the decimal point. Investigators evaluated the effect of education (E1-1 if college or more, E2=1 if Masters degree or more, E1-E2=0 ifless than college), Mother's Education (M=1 if college or more, O otherwise), and age (A, continuous, in years) onemployment status (yes/no) using the following Logistic regression model:Logit= a + B1*E1+B2*E2 + B3*A + B4*M + B5*A*MSAS was used to create the following estimates:a= -2, B1-0.2, B2-0.4, B3-0.1, B4-0.3, B5=0.02.

It is required to find the odds ratio of being employed for a 25-years-old and adjusting for…

For someone who is 25 years old and adjusting for education, calculate the odds ratio of being employed for someone who is mother, had a college degree versus a mother who had a high school degree. Calculate the odds ratio to three places beyond the decimal point.

For someone who is 25 years old and adjusting for education, calculate the odds ratio of being employed for someone who is mother, had a college degree versus a mother who had a high school degree. Calculate the odds ratio to three places beyond the decimal point.

College Algebra

1st Edition

ISBN:9781938168383

Author:Jay Abramson

Publisher:Jay Abramson

Chapter6: Exponential And Logarithmic Functions

Section6.8: Fitting Exponential Models To Data

Problem 2TI: Sales of a video game released in the year 2000 took off at first, but then steadily slowed as time...

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Question

Investigators evaluated the effect of education (E1-1 if college or more, E2=1 if Masters degree or more, E1-E2=0 if
less than college), Mother's Education (M=1 if college or more, O otherwise), and age (A, continuous, in years) on
employment status (yes/no) using the following Logistic regression model:
Logit= a + B1*E1+B2*E2 + B3*A + B4*M + B5*A*M
SAS was used to create the following estimates:
a= -2, B1-0.2, B2-0.4, B3-0.1, B4-0.3, B5=0.02.

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