adplus-dvertising
frame-decoration

Question

The operation of a relation X, produces Y, such that Y contains only selected attributes of X. Such an operation is :

a.

Projection

b.

Intersection

c.

Union

d.

Difference

Posted under Relational Algebra DBMS

Answer: (a).Projection

Engage with the Community - Add Your Comment

Confused About the Answer? Ask for Details Here.

Know the Explanation? Add it Here.

Q. The operation of a relation X, produces Y, such that Y contains only selected attributes of X. Such an operation is :

Similar Questions

Discover Related MCQs

Q. If T1 and T2 are two relations, then which of the following is not a valid relational algebra expression ?

Q. Which of the following is not valid unary operation in the relational algebra ?

Q. Relational algebra is :

Q. Relational calculus is a

Q. Cartesian product in relational algebra is

Q. In tuple relational calculus P1 → P2 is equivalent to

Q. Relational Algebra is

Q. _______ produces the relation that has attributes of R1 and R2.

Q. Which of the following operation is used if we are interested in only certain columns of a table?

Q. Which of the following operations need the participating relations to be union compatible?

Q. The result of the UNION operation between R1 and R2 is a relation that includes

Q. Using Relational Algebra the query that finds customers, who have a balance of over 1000 is

Q. Cross Product is a:

Q. Consider the join of a relation R with relation S. If R has m tuples and S has n tuples, then the maximum size of join is:

Q. The natural join is equal to :

Q. In unary relational operations, the SELECT operation is partition of relation usually classified as

Q. The operators in SELECT operation statement such as 'and' , 'or' and 'not' are classified as

Q. If in the JOIN operation, the conditions of JOIN operation are not satisfied then the results of the operation is

Q. Because of the calculus expression, the relational calculus is considered as

Q. The DIVISION operation can be applied to two relations A and B such as R(A) ÷ R(B) where as