Singular propositions have a singular subject.But suppose that a certain singular proposition also has a singular predicate.Is the predicate distributed?

A) No.
B) Yes.
C) Yes if the proposition is affirmative, no if it is negative.
D) Yes if the proposition is negative, no if it is affirmative.
E) Yes if the predicate is a person, no if it is anything else.

If a singular proposition has a singular predicate, it is logically necessary for the predicate to be distributed. This is because the predicate is referring to the entire class of objects or attributes that it encompasses within the proposition, which is the definition of distribution in logic. Therefore, the correct answer is B - yes, the predicate is distributed in this scenario.