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21
In a relation, the order of the rows matters.
Discuss
Answer & Solution
Answer: Option B
Solution:
Option1: True
In the relational model, the order of the rows in a relation does not matter. The rows are considered to be unordered sets of tuples. The primary key is used to uniquely identify each row, and the order in which the rows are stored in the database does not affect the results of queries or operations on the data.

Option2: False
The correct answer is False. In the relational model, the order of the rows in a relation does not matter. The rows are considered to be unordered sets of tuples. The primary key is used to uniquely identify each row, and the order in which the rows are stored in the database does not affect the results of queries or operations on the data.
22
In a relation, the rows are sometimes called "records".
Discuss
Answer & Solution
Answer: Option A
Solution:
In a relation, the rows are sometimes called "records".
Option1: True
- This statement is true. In the relational model, each row in a table represents a record or a tuple containing data related to a specific entity or object.
Option2: False
- This statement is incorrect. In the relational model, rows are indeed referred to as records. They store information about individual instances of the entity being represented in the table.
Therefore, the correct answer is Option1: True.
23
A relation is a two-dimensional table.
Discuss
Answer & Solution
Answer: Option A
Solution:
Option1: True
A relation in the relational model is indeed a two-dimensional table. It consists of rows and columns where each row represents a record and each column represents an attribute or field of that record.
Option2: False
This statement is incorrect. A relation in the relational model is always represented as a two-dimensional table.
In conclusion, the correct option is Option1: True as a relation is indeed a two-dimensional table in the relational model.
24
Any table that meets the definition of a relation is said to be in first normal form.
Discuss
Answer & Solution
Answer: Option A
Solution:
Option1: True
In the relational model, a table is said to be in first normal form if it meets certain criteria such as having atomic values in each cell, having a unique column for each row, and having a unique name for each column. This ensures that the table does not have any repeating groups of data and each piece of data is uniquely identifiable.

Option2: False
If a table does not meet the criteria for first normal form, then it is not considered to be in first normal form. This could be due to having repeating groups of data, having composite keys, or having columns that are not uniquely named. In such cases, the table would need to be normalized further to bring it into first normal form.

Conclusion: The correct option is Option1: True. Any table that meets the definition of a relation is said to be in first normal form.
25
Given the functional dependency R → (S,T) , then it is also true that R → S.
Discuss
Answer & Solution
Answer: Option A
Solution:
Option1: True
In the given functional dependency R ? (S,T), it means that the value of R uniquely determines the values of both S and T. Therefore, it is also true that R ? S, as the value of R uniquely determines the value of S. This is a valid implication based on the given functional dependency.

Option2: False
If R ? (S,T) is true, it does not necessarily mean that R ? S is also true. The functional dependency R ? (S,T) indicates that the value of R uniquely determines both S and T, but it does not specify that R uniquely determines S alone. Therefore, it is not always true that R ? S based on the given functional dependency.

In conclusion, Option1: True is the correct answer as the given functional dependency R ? (S,T) implies that R ? S is also true.
26
A candidate key is a determinant that determines all the other columns is a relation.
Discuss
Answer & Solution
Answer: Option A
Solution:
Option1: True
A candidate key is a set of one or more columns that can uniquely identify a row in a table. It is a determinant that determines all the other columns in a relation. Therefore, this statement is true.

Option2: False
If a candidate key can uniquely identify a row in a table and determines all the other columns, then this statement is false. A candidate key is essential for maintaining data integrity and ensuring that each row in a table is uniquely identified.

In conclusion, the correct option is Option1: True.
27
The only reason for the existence of relations is to store instances of functional dependencies.
Discuss
Answer & Solution
Answer: Option A
Solution:
Option1: True
Relations in the relational model are used to store data in a structured way. Functional dependencies are a key concept in database normalization, which helps in organizing data efficiently. Therefore, the main purpose of relations is indeed to store instances of functional dependencies.

Option2: False
Relations in the relational model serve a broader purpose than just storing instances of functional dependencies. They are used to represent entities, attributes, and relationships in a database, allowing for data manipulation and retrieval. While functional dependencies play a crucial role in database design, they are not the sole reason for the existence of relations.

Therefore, the correct option is Option1: True.
28
A relation is in 5NF when multivalued dependencies are isolated in their own relation.
Discuss
Answer & Solution
Answer: Option A
Solution:
Option1: True
- In the relational model, a relation is said to be in 5NF (Fifth Normal Form) when multivalued dependencies are isolated in their own relation.
- This means that each multivalued dependency is represented by a separate relation, ensuring data integrity and reducing redundancy.

Option2: False
- If a relation is not in 5NF, it means that multivalued dependencies are not isolated in their own relation.
- This can lead to data anomalies and inconsistencies in the database.

Conclusion:
Based on the explanation provided, the correct option is Option1: True. A relation is in 5NF when multivalued dependencies are isolated in their own relation to ensure data integrity and reduce redundancy in the database.
29
The functional dependency R → S means that the value of S can be determined when we are given a value of R.
Discuss
Answer & Solution
Answer: Option A
Solution:
Option1: True
The statement is correct. In a functional dependency R ? S, the value of S can indeed be determined when we are given a value of R. This is a fundamental concept in the relational model of databases.

Option2: False
This statement is incorrect. In a functional dependency R ? S, the value of S is dependent on the value of R. Therefore, the statement that the value of S cannot be determined when we are given a value of R is false.

Conclusion: The correct option is Option1: True. In a functional dependency R ? S, the value of S can be determined when we are given a value of R. This is a key concept in the relational model and normalization of databases.
30
In a relation, the columns are sometimes called "attributes".
Discuss
Answer & Solution
Answer: Option A
Solution:
Option1: True
In the relational model, columns are indeed referred to as attributes. Each attribute represents a specific piece of information about the entity being modeled. For example, in a table representing employees, attributes could include employee ID, name, and department.

Option2: False
If the statement is false, then columns in a relation are not called attributes. This would go against the standard terminology used in the relational model.

Based on the explanation provided, the correct answer is Option1: True.