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The biconditional p q denotes the proposition with

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Unformatted text preview: at he or she has broken the campaign pledge. Something similar holds for the professor. This corresponds to the case where p is true and q is false. Different Ways of Expressing p →q “If you get 100% on the final, then you will get an A.” if p, then q p implies q if p, q p only if q : p cannot be T when q is not T q unless ¬p q when p q if p q when p q whenever p p is sufficient for q...
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