Consider the relation $R(A,B,C,D,E)$ with the following forctional dependencies:

$AB,$

$BCD,$

$DE$

Based on the provided functional dependencies, what is the highest normal form the relation satisfies?

Third Normal Form $(3$NF$)$

First Normal Form $(1$NF$)$

Second Normal Form $(2$NF$)$

Boyce$-$Codd Normal Form $($BCNF$)$