Orthogonal Regression
Regression Table - Confidence Intervals
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Orthogonal RegressionRegression Table - Confidence Intervals |
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Use the confidence intervals for the coefficients to determine if the response and predictor are measuring the same thing. If the confidence interval for the intercept contains 0 and the confidence interval for the slope contains 1, then there is no evidence that the two instruments or methods are not equivalent.
Example Output |
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Coefficients
Predictor Coef SE Coef Z P Approx 95% CI Constant -0.63177 1.74010 -0.3631 0.717 (-4.04231, 2.77877) Standard 1.00689 0.01870 53.8518 0.000 ( 0.97024, 1.04353) |
Interpretation |
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0 is contained in the confidence interval for the intercept (-4.04231, 2.77877), and 1 is contained in the confidence interval for the slope (0.97024, 1.04353). Therefore, no evidence exists that the two instruments measure different things.
