Question: Show that every compound wff is equivalent to a wff using only the connectives of (vee) and '. Exercises 47-50 show that defining four basic
Show that every compound wff is equivalent to a wff using only the connectives of \(\vee\) and '.
Exercises 47-50 show that defining four basic logical connectives (conjunction, disjunction, implication, and negation) is a convenience rather than a necessity because certain pairs of connectives are enough to express any wff.
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A wellformed formula wff in propositional logic can indeed be expressed using only a combination of ... View full answer
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