Complete the sentence to define functional dependency: In a relation, attribute B is functionally dependent on attribute A if each value of A is associated with exactly {{BLANK_1}} value of B.
In a relation, attribute B is functionally dependent on attribute A if each value of A is associated with exactly [1] value of B.
Functional dependency means for each value of attribute A, there is exactly one corresponding value of attribute B.
Complete the statement: If attribute A functionally determines attribute B, it is denoted as A {{BLANK_1}} B.
If attribute A functionally determines attribute B, it is denoted as A [1] B.
The notation for functional dependency is A -> B, meaning A determines B.
Fix the error in this definition: 'A functional dependency A {{BLANK_1}} B means B uniquely determines A.'
A functional dependency A [1] B means B uniquely determines A.The statement is reversed. If B uniquely determines A, the correct notation is B -> A, so A <- B.
Fill both blanks to complete the functional dependency definition: Attribute B is functionally dependent on attribute A if for every {{BLANK_1}} of A, there is exactly {{BLANK_2}} value of B.
Attribute B is functionally dependent on attribute A if for every [1] of A, there is exactly [2] value of B.
Functional dependency means for every value of A, there is exactly one value of B.
Fill all three blanks to complete the functional dependency notation: If {{BLANK_1}} functionally determines {{BLANK_2}}, it is written as {{BLANK_3}}.
If [1] functionally determines [2], it is written as [3].
The correct notation is: If attribute A functionally determines attribute B, it is written as A -> B.