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Convert the followed propositional logic statement into CNF A-> (B<->C)
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A -> (B<->C) //KB

= ~A | (B<->C) //Eliminating Implication

= ~A | [(~B | C) & (B |~C)] // Eliminating bidirectional Implication

= [~A | (~B | C)] & [~A | (B |~C)] // Distributing & over |

= (~A | ~B | C) & (~A | B |~C …

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