Question

complete the statement of de morgans laws. your answer should not include parentheses.

\\(\sim(p \wedge q) \equiv\\)

\\(\sim(p \vee q) \equiv\\)

Explanation:

Negate the conjunction

$$ \sim(p \land q) \equiv \sim p \lor \sim q $$

Negate the disjunction

$$ \sim(p \lor q) \equiv \sim p \land \sim q $$

Answer:

Complete the statement of De Morgan's Laws. Your answer should not include parentheses.

\(\sim(p \land q) \equiv\) <blank>\(\sim p \lor \sim q\)</blank>

\(\sim(p \lor q) \equiv\) <blank>\(\sim p \land \sim q\)</blank>