Which of the following operations is not part of the five basic set op...
Five primitive operators of Codd’s algebra are the selection, the projection the Cartesian product, the set union and the set difference.
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Which of the following operations is not part of the five basic set op...
Basic Set Operations in Relational Algebra
Relational algebra is a procedural query language that operates on relations, which are sets of tuples. It consists of five basic set operations that can be used to manipulate relations. These operations are:
1. Union
2. Intersection
3. Cartesian Product
4. Set Difference
5. Projection
Not a Basic Set Operation
Division is not considered a basic set operation in relational algebra. It is an advanced operation that is used to solve certain types of queries. Division is used to find all the values in one relation that are related to all the values in another relation. It consists of two operands, dividend and divisor, and produces a new relation as its result.
Why Division is Not a Basic Set Operation
The reason division is not considered a basic set operation is that it can be expressed in terms of the other basic set operations. For example, if we want to find all the employees who have worked on all projects, we can do this using set difference, intersection, and projection. Therefore, division is not necessary for basic query operations and is considered an advanced operation.
Conclusion
In summary, division is not a basic set operation in relational algebra. It is an advanced operation that can be expressed in terms of the other basic set operations. The five basic set operations in relational algebra are union, intersection, Cartesian product, set difference, and projection.
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