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¬(P ∧ ¬Q) ∨ ¬(¬S ∧ ¬R), ¬(R ∨ Q) e U → (¬R → (¬S ∧ P)), . (v (P->…

- - - - v (¬U) = 0. I
        
        v (U) = 1
        
        v (R ∨ Q) = 0. III
        
        v (R) = 0
        
        v (Q) = 0
        
        v (U) = 0
        
        1 more item...
        
        v (¬R → (¬S ∧ P)) = 1. V
        
        2 more items...
- - - - v (A -> R) = 1
        
        v (~(P)) = 0
        
        v (R ∨ Q) = 0. III
        
        v (R) = 0
        
        v (Q) = 0
        
        v (U) = 0
        
        1 more item...
        
        v (¬R → (¬S ∧ P)) = 1. V
        
        2 more items...