In relational database management, which of the following is/are property/properties of candidate key? P: Uniqueness Q: Irreducibility
Both P and Q
A candidate key has uniqueness: its values identify each tuple. It is also irreducible: no proper subset of its attributes remains a key. Minimality means that no attribute can be removed, not that the key has the smallest cardinality among all candidate keys; both stated properties are required.
Given the relational schema $R = (U,V,W, X, Y, Z)$ and the set of functional dependencies: $$\{U \rightarrow V, U \rightarrow W, WX \rightarrow Y, WX \rightarrow Z, V \rightarrow X\}$$ Which of the following functional dependencies can be derived from the above set?
Consider R (A,B,C,D,E) be relation with following dependencies:
C- >F, E- > A, EC- >D, A- >B. Which of the following is a key for R?