Chapter 10: Problem 9
What is meant by the closure of a set of functional dependencies? Illustrate with an example.
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Chapter 10: Problem 9
What is meant by the closure of a set of functional dependencies? Illustrate with an example.
These are the key concepts you need to understand to accurately answer the question.
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Why should nulls in a relation be avoided as far as possible? Discuss the problem of spurious tuples and how we may prevent it.
Prove that any relation schema with two attributes is in BCNF.
What undesirable dependencies are avoided when a relation is in \(3 \mathrm{NF}\) ?
What is a functional dependency? What are the possible sources of the information that defines the functional dependencies that hold among the attributes of a relation schema?
} \\ \hline & & & \\ 10 & \mathrm{b} 1 & \mathrm{c} 1 & \\# 1… # Consider the following relation: $$\begin{array}{llll} \mathrm{A} & \mathbf{B} & \mathbf{C} & \text { TUPLE# } \\ \hline & & & \\ 10 & \mathrm{b} 1 & \mathrm{c} 1 & \\# 1 \\ 10 & \mathrm{b} 2 & \mathrm{c} 2 & \\# 2 \\ 11 & \mathrm{b} 4 & \mathrm{c} 1 & \\# 3 \\ 12 & \mathrm{b} 3 & \mathrm{c} 4 & \\# 4 \\ 13 & \mathrm{b} 1 & \mathrm{c} 1 & \\# 5 \\ 14 & \mathrm{b} 3 & \mathrm{c} 4 & \\# 6 \end{array}$$ a. Given the previous extension (state), which of the following dependencies may hold in the above relation? If the dependency cannot hold, explain why by specifying the tuples that cause the violation. i. \(A \rightarrow B,\) ii. \(B \rightarrow C,\) iii. \(C \rightarrow B,\) iv. \(B \rightarrow A, v . C \rightarrow A\) b. Does the above relation have a potential candidate key? If it does, what is it? If it does not, why not?
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