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Doing More with SAS/ASSIST Software |
In this section, you perform a linear regression showing the relationship between the oxygen consumption rate of subjects while they run and the time it took for the subjects in the FITNESS table to run 1.5 miles. You use the 95% individual confidence interval option to display the 95% upper- and lower-confidence limits for an individual value.
To superimpose a regression line on a plot, refer to Doing More with Plots.
Additional Information |
For additional information on performing linear regressions, refer to "The REG Procedure" chapter in the SAS/STAT User's Guide.
You can perform other types of regressions, in addition to the linear regression, with SAS/ASSIST software. For more information on logistic regression, which requires SAS/STAT software, refer to "The LOGISTIC Procedure" in SAS/STAT User's Guide. For information on regression with correction for autocorrelation, which requires SAS/ETS software, refer to "The AUTOREG Procedure" in SAS/ETS User's Guide.
Instructions |
Tasks | Data Analysis | Regression | Linear |
Regression Analysis Window
The dependent columns contain the observed values that the regression equation attempts to predict. The Select Table Variables window displays all the numeric columns in the FITNESS table except for any columns selected as BY or independent columns. A separate regression analysis is generated for each dependent column that you select.
The independent columns contain the values used to predict the dependent columns. The Select Columns window displays all the numeric columns in the FITNESS table except for any columns selected as BY or dependent columns.
Displayed Statistics Window
You use the 95% individual confidence interval to display the 95% upper- and lower-confidence limits for an individual value to reflect not only the variability in the predicted mean value, but also the variability in a single future observation.
Regression Plots Window
By choosing to generate a plot for each dependent column with each independent column, you can detect a nonlinear relationship between columns in the regression model.
Run | Submit |
Regression Analysis Output
Regression Analysis Output (continued)
Individual confidence intervals are referred to as prediction intervals, hence the word Predict in the output.
Regression Plot Output
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