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Consider a relation R(X, Y, Z, W, V) with the following functional dependencies: 1. XY → Z 2. Z → W 3. W → V 4. V → X
The candidate key is XY.
Which functional dependency (or dependencies) violate BCNF?
Consider a relation R(M, N, O, P, Q, R, S) with the following functional dependencies: 1. MN → OP 2. O → Q 3. P → R 4. Q → S
The candidate key is MN.
What is the highest normal form this relation satisfies?
Given the following SQL query:
employee(empid, empName, empAge)dependent(depId, eId , depName, depAge)
SELECT empId FROM employeeWHERE empId NOT IN ( SELECT e.empId FROM employee e JOIN dependent d ON e.empId = d.eId WHERE e.empAge <= d.depAge);
Which of the following Relational Algebra expressions correctly represents this query?
Consider a relation R(A, B, C, D, E, F) with the following functional dependencies: 1. A → BC 2. C → D 3. B → E 4. E → F
Using the attribute closure method, is A → F derivable from the given FDs?