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3. For the universal relation R (a, b, c, d), consider the decomposition D consisting of R 1 (a, b) and R 2 (b, c,

3. For the universal relation R(a, b, c, d), consider the decomposition D consisting of R1(a, b) and R2(b, c, d), and the set F of functional dependencies { a --> b,c ; b --> a,d ; c --> a,d }.

A. Compute the projection of F on R1.

B. Compute the projection of F on R2.

C. Does the decomposition D preserve the set of dependencies F? Give a detailed explanation why or why not. (That is, dont just repeat back the definition of the dependency preservation property, but rather show why the decomposition D either has or does not have this property.)

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