Let us map relations and genders.
- “C is the sister of F” \(\Rightarrow\) \(C\) is female; \(F\) is a sibling (gender unknown yet).
- “B is the brother of E’s husband” \(\Rightarrow\) \(B\) is male; \(E\) is female; \(E\)’s husband is male.
- “D is the father of A and the grandfather of F” \(\Rightarrow\) \(D\) is male; \(F\) is a child of \(A\).
- We must have exactly two fathers, three brothers, and one mother in the group.
Take \(E\)’s husband as \(A\). Then \(B\) is the brother of \(A\).
Since \(D\) is father of \(A\) (and \(B\)), and grandfather of \(F\) through \(A\), let \(A\) and \(E\) be the parents of \(C\) and \(F\).
Choose \(F\) as male (brother of \(C\)) to satisfy “three brothers”. Then roles/genders become:
- \(D\): male, father.
- \(A\): male, father and brother (of \(B\)).
- \(B\): male, brother.
- \(F\): male, brother (of \(C\)).
- \(E\): female, the mother.
- \(C\): female, sister.
Counts: fathers \(=\{D,A\}\) (2), brothers \(=\{A,B,F\}\) (3), mother \(=\{E\}\) (1).
Hence the number of male members \(=\{D,A,B,F\}=4\).
\(\boxed{4}\)