Which of the following is NOT an operation in relational algebra?SelectionProjectionInsertionJoin
Question
Which of the following is NOT an operation in relational algebra?
- Selection
- Projection
- Insertion
- Join
Solution
Answer:
To determine which of the options is NOT an operation in relational algebra, let’s briefly describe each of the provided terms:
-
Selection: This operation is used to filter rows from a relation based on a specified condition. It is one of the basic operations in relational algebra.
-
Projection: This operation is used to select specific columns from a relation. Like selection, it is also a fundamental operation in relational algebra.
-
Insertion: This term refers to adding new rows to a relation. However, insertion is not considered a fundamental operation in relational algebra; instead, it is typically associated with database management operations.
-
Join: This operation combines tuples from two relations based on a related attribute between them. Join is a crucial operation in relational algebra.
Summary:
Based on the descriptions above, the operation that is NOT part of relational algebra is Insertion.
Similar Questions
Which of the following is NOT an operation in relational algebra?SelectionProjectionInsertionJoin
Which of the following is used to denote the selection operation in relational algebra?a.Lambda (Greek)b.Sigma (Greek)c.Omega (Greek)d.Pi (Greek)
Considering relational database, functional dependency between two attributes A and B is denoted bySelect one:a.A → Bb.AB → Rc.B ← Ad.R ← ABClear my choice
Which of the following is not an element of use caseQuestion 2Select one:a.Actorb.Post-conditionc.Named.Relatione.Extension
orrect answer__________ is a specific domain in the relation which has entries of all tuples.
Upgrade your grade with Knowee
Get personalized homework help. Review tough concepts in more detail, or go deeper into your topic by exploring other relevant questions.