First identify a cycle:
$B\rightarrow D$
$D\rightarrow C$
$C\rightarrow B$
So, $\boxed{B\rightarrow D\rightarrow C\rightarrow B}$ is a wait-for cycle.
Hence, $B,C,D$ are deadlocked.
Now examine $F$.
$F$ waits for $D$ as well as $E$.
Since $D$ is part of the deadlocked cycle, it will never release the required resource.
Therefore $F$ also waits permanently, even though $F$ itself does not belong to the cycle.
So the permanently waiting set is $\boxed{{B,C,D,F}}$
Answer : C