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UT Dallas CS 6360 - Assignment4

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CS 6360 002 Assignment 4 Due Date March 22 2020 1 Are the following sets of FDs equivalent Explain why E A C AC D E AD EC DH DE CH F A CD E AH 2 Find a 3NF decomposition of a relation R ABCDEFGHIJ that satisfies the following FDs AB C BD EF AD GH A I H J GD ABH follow regular normalization steps and successively normalize to 3NF 3 Find a minimal cover of the following set of dependencies AB CDE C BD CD E DE B 4 Consider a relation R ABCDEFGHIJ satisfying the following FDs FI EHJC H GB F EA HI FGD A C a Find all candidate keys for R Show all the steps List prime attributes of R b Based on given functional dependencies and candidate keys that you have found find a 3NF decomposition of R follow regular normalization steps and successively normalize to 3NF 5 Find a lossless non additive dependency preserving 3NF decomposition of R EFGHI using the minimal cover method R satisfies the following dependencies FG E HI E F G FE H H I 6 Consider a relation R ABCDEFGHIJ satisfying the following FDs DG CFHB D CJ F EA J B FG DEI a Find all candidate keys for R Show all the steps List prime attributes of R b Based on given functional dependencies and candidate keys that you have found find a 3NF decomposition of R follow regular normalization steps and successively normalize to 3NF 7 Find a lossless dependency preserving 3NF decomposition of R CDEFG using the minimal cover method R satisfies the following dependencies F G D E DC F DE C FG C Questions 1 4 6 are 20 points 2 3 5 7 are 10 points


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UT Dallas CS 6360 - Assignment4

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