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Let's First, decompose into BCNF.

Candidate keys are (AB, BC), So, prime attributes are A, B, C.

 There is a  partial dependency here C --> A.

1. After Converting 2NF we get

                               R1(AC)        ||        R2(BCDE)

                              C --> A         ||    D -- > E

Note: We can't write AB --> CDE either in R1 or R2

 

2. Here C ---> A is BCNF because It Has Only Two Attributes,  In relation, R2 D can't derive BCDE,  D is not candidate key here the divide further  

                             R1(AC)        ||        R2(DE)         || R3(BCD)

                              C --> A         ||    D -- > E           || Nothing here

Here the above relation is in BCNF. But we can't CDE from this relation. So It's not FD preserving.

edited by anonymous

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