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Consider a relation R that has three attributes ABC. It is decom-posed into relations R1 with attributes AB and R2 with attributes BC.
1. State the definition of a lossless-join decomposition with respect to this example. Answer this question concisely by writing a relational algebra equation involving R, R1, and R2.
2. If you are given the following instances of R1 and R2, what can you say about the instance of R from which these were obtained? Answer this question by listing tuples that are de?nitely in R and tuples that are possibly in R.
Instance of R1 = {(5,1), (6,1)} Instance of R2 = {(1,8), (1,9)}
Can you say that attribute B de?nitely is or is not a key for R?
Mark the following words in the document as index entries: behavior (four instances), favorable (five instances), and impression (eight instances).
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For each of the following sets of FDs, assuming those are the only dependencies that hold for R, do the following: (a) Identify the candidate key(s) for R. (b) Identify the best normal form that R satisfies (1NF, 2NF, 3NF, or BCNF). (c) If R is ..
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Complete (i.e., reverse engineering) ER diagram below such that 4 relation schemas above are exactly result of a translation from the ERD to the relational model.
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