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The statement A → (B → A) is equivalent to : (1) A → (A ∧ B) (2) A →(A → B) (3) A →

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The statement A → (B → A) is equivalent to :

(1) A → (A ∧ B)

(2) A →(A → B)

(3) A → (A \(\leftrightarrow\)B)

(4) A → (A V B)

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Option 4) is correct (4) A → (A V B)

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