Ask Me Help Desk - Formula for F in a two-way ANOVA

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formula for F in a two-way ANOVA

I have an ANOVA table and need to find the value for F. Does anyone know what that is?

$F = \frac {MST}{MSE}$

MST is the mean square (treatment)
MSE is the mean square (error)

$MST =\frac {SST}{DFT }$

$MSE = \frac {SSE}{DFE}$

SST = sum of squares (treatment)
SSE = sum of squares (error)
DFT = degrees of freedom (treatment)
DFE = degrees of freedom (error)

Does that help you?

Quote:

Originally Posted by perito

$f = \frac {mst}{mse}$

mst is the mean square (treatment)
mse is the mean square (error)

$mst =\frac {sst}{dft }$

$mse = \frac {sse}{dfe}$

sst = sum of squares (treatment)
sse = sum of squares (error)
dft = degrees of freedom (treatment)
dfe = degrees of freedom (error)

does that help you?

thanks!!

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