Given that p is true both q and r are false...

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Given that p is true, both q and r are false, what can you tell about the truth value of ∼ [ p ≡ (q ⊃ r)] ⊃ ∼ [r ≡ (p ⊃ q)]?

A. Its truth value is false

B. Its truth value is true

C. Its truth value cannot be determined as the given information is not sufficient

D. Its truth value will be true in two cases, and it is contingent proposition

Answer: Option B

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