Posted also to comp.soft-sys.stat.spss where the same question appeared
(and nobody answered).
Hello.
This is an output of GLM from SPSS 9.0 where the dependent variable
FLOR (log transformed)
was analysed by crossing 2 levels of the FIXED factor SEX with 2
levels of the RANDOM factor
POP. The F for POP has been obtained by dividing MS POP/MS (SEX*POP)
(0.06349/0.199=0.319).
I think this is wrong because the F could be obtained by dividing MS
POP/MS error
(0.06349/0.05737=1.10). Can anybody tell me if I am right or wrong?
Dependent variable: LOGFLOR
Source TypeIII SS df
MS F Sig.
-----------------------------------------------------------------------------------------------------
Intersección Hipótesis 694.987 1
694.987 10945.783 .006
Error 6.349E-02 1
6.349E-02a
SEX Hipótesis .449 1
.449 2.256 .374
Error .199 1
.199b
POP Hipótesis 6.349E-02 1
6.349E-02 .319 .673
Error .199 1
.199b
SEX * POP Hipótesis .199 1
.199 3.467 .066
Error 4.360 76
5.737E-02c
-----------------------------------------------------------------------------------------------------
a MS(POP)
b MS(SEX * POP)
c MS(Error)
