Match List I with List II according to the Classical Square of Opposition: List I (Proposition status): A. If 'A' is True B. If 'E' is False C. If 'I' is True D. If 'O' is False List II (Resultant status): I. 'I' is true; 'O' is undetermined II. 'E' is false; 'A' is undetermined III. 'E' is false; 'O' is false IV. 'A' is true; 'I' is true Choose the correct answer from the options given below:

Match the Categorical Propositions in List-I with their corresponding Logical Explanations in List-II: List-I (Types of Categorical propositions) A. A proposition B. E proposition C. I proposition D. O proposition List-II (Explanation) I. Distributes both subject and predicate terms II. Distributes only predicate term III. Distributes only subject term IV. Distributes neither subject nor predicate term

Which of the following statements are so related that they both cannot be false, although they may both be true? A. All animals are birds. B. Some animals are birds. C. No animals are birds. D. Some animals are not birds.