Consider a relation X with six attributes WYSMFE where WS is a composite primary key for X. Assume X has the following functional dependencies (X is one table with the attributes W, Y, S, М, F, E): 1.1) WS → YMFE S> ΥΜΕ E > M a) In what normal form is relation X? Explain why? WS is a primary key, b) Is it possible to decompose X into a number of relations in order to achieve a higher normal form? Explain how (this means using English sentences and a diagram showing the final relation(s)).

Q: Consider a relation X with six attributes WYSMFE where WS is a composite primary key for X. Assume X…

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Q: Consider a relation X with six attributes WYSMFE where WS is a composite primary key for X. Assume X…

A: As per our guidelines we are supposed to answer only question. Kindly repost other question as…

Q: Consider a relation X with six attributes WYSMFE where WS is a composite primary key for X. Assume X…

A:

Q: Consider a relation X with six attributes WYSMFE where WS is a composite primary key for X. Assume X…

A: The handwritten solution is provided below:-

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