Question: Question 1 Suppose you are given a relation R with four attributes ABCD and the following set of FDs: ABC, BCD. a. Identify the candidate

Question 1 Suppose you are given a relation R with four attributes ABCD and the following set of FDs: ABC, BCD. a. Identify the candidate key(s) for R (recall that keys must be minimal) b. Determine if R is in BCNF, 3NF, or none of the above. If it is not in BCNF, decompose it into a set of BCNF relations.

Question 2 Suppose you are given a relation R with four attributes ABCD and the following set of FDs: BCA, ABC, CDA. a. Identify the key(s) for R (recall that keys must be minimal) b. Determine if R is in BCNF, 3NF, or none of the above. If it is not in BCNF, decompose it into a set of BCNF relations. Note: For both questions, recall that it is not sufficient to consider the set of FDs that are given, but also its closure. Question 3 (20

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