Suppose we have a model with an intercept m y=P + Pjs(t), j-2 with data in...

 

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Suppose we have a model with an intercept m y=P₁ + ΣP₁js(t), j-2 with data in the usual format {(x, y)}=1- a. For the usual mean = 1 Uk, show that N Σ(FP) k Note. Keep in mind that in general Fpj. b. If E denotes the usual SSR, T denotes the total sum of squares, and S denotes the regression sum of squares N S=((FP) k-H₂)², k=1 (1) show that for fits using (1) we have the relation T=E+S. Suppose we have a model with an intercept m y=P₁ + ΣP₁js(t), j-2 with data in the usual format {(x, y)}=1- a. For the usual mean = 1 Uk, show that N Σ(FP) k Note. Keep in mind that in general Fpj. b. If E denotes the usual SSR, T denotes the total sum of squares, and S denotes the regression sum of squares N S=((FP) k-H₂)², k=1 (1) show that for fits using (1) we have the relation T=E+S.