To form the negation of a conditional statement...
leave the antecedent unchanged
leave the consequent unchanged
change the if--then connective to and
negate the consequent
put the consequent first
How can the negation of a conditional statement be expressed
(p->q)=p^q
~(q->p)=p^q
~(p->q)=p^~q
~(p->q)=p^q
What is the contrapositive to ~q->~p ?
p->q
q->p
p->q
~q->~p
What is the negation of p^~q
De Morgan's law can be used to...
negate the conjunctions
negate the disjunctions
negate both the conjunctions and disjunctions
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