Let P|Q mean "P and Q are both false." P|Q is true if P and Q are both false, and false otherwise. Define the following logical connectives just using P, Q, |, and parentheses.

1. ~P (not P)
2. P&Q (P and Q)
3. PVQ (P or Q)
4. P->Q (P implies Q)
5. P<->Q (P if and only if Q)

4. (Q|(P|Q))|(Q|(P|Q))
5. (Q|(P|Q))|(P|(P|Q))

Posted by Dej Mar on 2012-01-24 22:53:01