Prove the following conclusions or theorems using the rules of inference, rules of replacement, the conditional proof, or the indirect proof. 1) 1. (A (CA)) > B 1. B 2) Prove ((p q) vr) ((rvq) (p q)) 3) 1.K ((MvN) (P.Q)) 2. L ((Q v R) (SN)) 4) Prove p [q= (p > q)] 5) 1.F ((CC) DG) 2. G ((HD (EH)) (KK)) (KL)-N /.. -