With this senario, I am thinking that only D is incorrect. Because A alone cannot define the key. C may be wrong, but I think it depends on the value of B. I assume if a FK can be null, but it's a composite, that it would be invalid if one part of the key is null and the other is not. What do you think?
Which of the following statement(s) is/are not True __d______:
In relation R ( A, B, C, D, E ) , A and B together are defined as primary key, S ( X, A, B, Y, Z) is another relation, and the A and B in relation S are the same attributes A, B correspondently in R.
a. As A and B are defined as primary key in R, so the values of A and B in R cannot be null.
b. Attribute A in R itself cannot be null.
c. Attribute A in S may be null.
d. A in S can be defined as foreign key reference to A in R.
e. A and B in S together can be defined as foreign key reference to A and B in R.