If every functional dependency in set $E$ is also in closure of $F$ then this is classified as
If every functional dependency in set E is also in closure of F means $F^{*}\subseteq E^{*}$
E cover F if every FD in F can be referred from E.
E cover F if $ F^{*}\subseteq E^{*}$(* is clouser)
so ans should be B E is covered by F
ans : B
If every functional dependency in set E is also in closure of F Then it means that
E is covered by F
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