Solution p q p q p q p q q p

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Unformatted text preview: wn.” Solution: converse: If I do not go to town, then it is raining. contrapositive: If I go to town, then it is not raining. inverse: If it is not raining, then I will go to town. Bicondi$onal —༉  If p and q are propositions, then we can form the biconditional proposition p ↔q , read as “p if and only if q .” The biconditional p ↔q denotes the proposition with this truth table: p q p ↔q T T T T F F F T F F F T —༉  If p denotes “I am at home.” and q...
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