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The calibration problem is that of estimating x at which π(x) = π_{0}. For the linear logit model, argue that a confidence interval is the set of x values for which |α̂ + β̂x – logit(π_{0})|/[var(α̂) + x^{2} var(β̂) + 2x cov(α̂, β̂)]^{1/2} < z_{α/2}.

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