What of the relative importance of the Semi-standardized ordered logit effects of these logit coefficients? Which of coefficients on the x-variable control for the seven x variables is the most the metric of the x variable: For every one infiuential in affecting the odds of a woman standard deviation increase in age, there eing in the next higher category of the is an increase of 1.35 in the log odds (ie fertility variable? the logit) of CEB3 being above either of According to the unstandardized logit the two fixed levels that is the two fixed coefficients, college is ranked first, levels of none or few, holding all other followed by urban. The smallest is that of variables constant Semi- and fully standardized ordered logit coefficients Ordered logits coefficients standardized on the Y-variable: For every increase of one year in age, there is an increase of 0.07 standard deviations in the woman's fertility, holding all other variables constant The fully standardized ordered logit n2=!:2:t::.::: coefficient: For every one standard deviation increase in age, there is an E,-213=自.531 increase of o 056 standard deviations in the woman's fertility, holding all other ariables constant19 37 • What of the relative importance of the effects of these logit coefficients? Which of the seven X variables is the most influential in affecting the odds of a woman being in the next higher category of the fertility variable? • According to the unstandardized logit coefficients, college is ranked first, followed by urban. The smallest is that of age. 38 Semi- and fully standardized ordered logit coefficients 20 39 • Semi-standardized ordered logit coefficients on the X-variable control for the metric of the X variable: For every one standard deviation increase in age, there is an increase of 1.35 in the log odds (i.e., the logit) of CEB3 being above either of the two fixed levels, that is, the two fixed levels of none or few, holding all other variables constant. 40 • Ordered logits coefficients standardized on the Y-variable: For every increase of one year in age, there is an increase of 0.07 standard deviations in the woman’s fertility, holding all other variables constant. • The fully standardized ordered logit coefficient: For every one standard deviation increase in age, there is an increase of 0.056 standard deviations in the woman’s fertility, holding all other variables constant