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Consider T1(A,B,C,D,E) with FDs { EB→C, D→E, EA→B } and T2(A,B,C,D) with FDs { C→A, A→B, A→D }. Which is TRUE?





Solution

Candidate key for T1 is AD (A,D are prime; B,C,E non-prime). FDs EB→C, D→E, EA→B have LHS not a superkey and RHS non-prime → violates 3NF (and even 2NF due to D→E partial on key).


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