Search results for dependency-preserving

0 votes
1 answer
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0 votes
1 answer
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What is the number of redundent FD’s possible for given set of FD , A->B, B->C,C->D for relation R(ABCD)?? please explain in detail.
3 votes
4 answers
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Every Boyce-Codd Normal Form (BCNF) decomposition isdependency preservingnot dependency preservingneed be dependency preservingnone of these
2 votes
1 answer
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1 votes
3 answers
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R(A,B,C) is a relation.Which of the following don't have dependency preserving BCNF decomposition?A->B, B->CA->B,B->C,C->AAB->C,C->ANone of these
0 votes
2 answers
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Identify the true statement from the given statements.Lossless, dependency-preserving Decompositoin into $3$ NF is always possibleAny relation with two attributes is BCNF...
1 votes
2 answers
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Consider R(B->D, C->B, D->A)Consider the following 2 decompositions : R1(ABC) and R2(CD).Whether this is a lossless decomposition?Whether this is a lossless decomposition...
3 votes
1 answer
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A relation $R(ABCD)$ is givenFD set = $\{ AB\rightarrow CD , D\rightarrow A \}$R1(ABC)R2(AD)R3(BCD)Test Dependencies in R1, R2 ,R3 ? Pls explain the solution in detail.....