prove a --> ( b V c ) using contradiction method and combination of inference rules and equivalence laws from these premises : 1. a --> ( d V b ) 2. d --> c
1. a→(d∨b)2. d→c3. a→d 1(addition)4. a→c (3,1)hpothtical syllogism1. ~~a \to (d \vee b)\\ 2.~~d \to c\\ 3.~~ a \to d~~~~~~~1(addition)\\ 4. ~~a \to c ~~~~~~~(3,1) hpothtical \ syllogism\\1. a→(d∨b)2. d→c3. a→d 1(addition)4. a→c (3,1)hpothtical syllogism
This is a tautology
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