SELECT ALL THAT APPLY.
-Degrees of freedom:
A) $ d f_{b}=k-1 $ where k is the number of samples.
B) $ d f_{w}=N-k $ where N is the Population size and k is the number of samples.
C) $ d f_{b}=\frac{\text { SSB }}{\text { Meansquarebetween }} $ .
D) $ d f_{w}=\frac{\text { SSW }}{\text { Mean.square.within }} $ .

Question

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The Answer of SELECT ALL THAT APPLY.
-Degrees of freedom:
A) $ d f_{b}=k-1 $ where k is the number of samples.
B) $ d f_{w}=N-k $ where N is the Population size and k is the number of samples.
C) $ d f_{b}=\frac{\text { SSB }}{\text { Meansquarebetween }} $ .
D) $ d f_{w}=\frac{\text { SSW }}{\text { Mean.square.within }} $ .

SELECT ALL THAT APPLY dfb=k−1 d f_{b}=k-1 dfb​=k−1 Where K Is the Number of Samples

SELECT ALL THAT APPLY $d f_{b}=k-1$ Where K Is the Number of Samples