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A decomposition is lossless if:
Consider a relation R(P, Q, R, S, T, U) with the following functional dependencies:
1. PQ → RST 2. S → U
The candidate key is PQ.
What is the highest normal form this relation satisfies?
A decomposition preserves dependencies if:
Given the following SQL query:
SELECT * FROM Employee WHERE Salary > 50000 AND Department <> 'Finance';
Which of the following Relational Algebra expressions correctly represents this query?
Which of the following functional dependencies prevents a relation from being in BCNF but not in 3NF?
Consider a relation R(P, Q, R, S, T, U) with the following functional dependencies: 1. PQ → R 2. R → S 3. S → TU 4. T → Q
Using the attribute closure method, is PQ → T derivable from the given FDs?
Given a relation R(X, Y, Z, W) with functional dependencies:
Which of the following is a candidate key?