Recent questions tagged functional-dependency

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Consider the given FD set for relation R (X, Y, Z, W, U, V) {X → Y, YZ → W, U → Z, W → X} Then the number of prime attributes for the relation are?
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Q) In R(A,B,C,D)FD's {AB->CD, C->D}Is it in 3NF?Ans) Vaise to shortcut (in x->y fd either x should be super key or y should ... dependent hoti ab pe, par yaha directly bhi dependent hai transitively bhiTo isliye samjh nhi aa rhaPlease help
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Consider R(A,B,C,D,E,H) be a relational schema with the following functional dependencies:A->BC, CD->E, E->C, D->AEH, ABH->BD, DH->BCFind minimal cover ?
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Consider the following database relation: $\mathrm{R}=(\mathrm{SFLNGCRW} \mathrm{H})=(\mathrm{S}$ : SID, F: First Name, L: Last ... RatingRating determines WageRating determines CourseRating and First Name determine Wage and Hours of Work
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Consider a relation R:\[\begin{aligned}& R(U, V, W, X, Y, Z) \\& F=\left\{\begin{array}{l}    U \rightarrow V \\    U \rightarrow W \\ ... $VW \rightarrow Y$VW \rightarrow YZ$WX \rightarrow YZ$
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An attribute $A$ is called prime if $A$ is in any of the candidate keys. Assume in the following statements, $\mathrm{A}$ is an attribute $\&\;\mathcal{X}$ is a set of attributes ... , D - BCNF}$\text{A - BCNF, B - 3NF, C - 2NF, D - 1NF}$
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In a relational database relation, we say a non-empty set of attributes $\mathrm{X}$ is closed (with respect to a given set of functional dependencies FD) if $X^{+}=X$ ... $R$ is in $2 N F$.$R$ is in $3 N F$.
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Isn’t F$^{+}$ minimal cover? If C $\rightarrow$ A is already there, then why does augmented CD $\rightarrow$ A needs to be?