I have created a full factorial design with two X variables and one response value (Health as a function of your drinking and smoking habits, see enclosed files).
When I generate the report, the lack-of-fit test is greyed out. But why? The fitting-linear-models-pdf from the jmp-help says:
In the following situations, the Lack of Fit report does not appear because the test statistic
cannot be computed:
• There are no replicated points with respect to the X variables, so it is impossible to
calculate a pure error sum of squares.
• The model is saturated, meaning that there are as many estimated parameters as there are
observations. Such a model fits perfectly, so it is impossible to assess lack of fit.
I have 3 replicated points for every X variable and 27 observations which is a greater number than the estimated parameters. So why can't I compute the LoF-test?
Go to Solution
If you run a Stepwise Regression instead of the Standard Least Squares you will get the Lack of Fit statistic.
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