Consider a relation with five attributes ABCDEG- You are given the following dependencies- AB - C- AC - B- AD - E- B - D- BC - A- E - G- If relation is decomposed into AB- BC- ABDE- EG-then find the characteristics of this decomposition-

The decomposition is lossy and preserve the dependencies AB → C, AC→ B and BC nbsp;→ A nbsp; ...

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Consider a re...

Question

Consider a relation with five attributes $A B C D E G$ . You are given the following dependencies. $A B \to C, A C \to B, A D \to E, B \to D, B C \to A, E \to G$ . If relation is decomposed into $A B, B C, A B D E, E G, then find the characteristics$ of this decomposition.

Not lossless, preserve FDs.

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Lossless, preserve FDs.

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Not lossless, not preserve FDs.

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Lossless, not preserve FDs.

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