Question 1158611: solve the proof
~F > ~G, P > ~Q, ~F v P, (~G v ~Q) > (L • M), therefore, L
Answer by Edwin McCravy(20054) (Show Source):
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1. ~F > ~G,
2. P > ~Q,
3. ~F v P,
4. (~G v ~Q) > (L • M), therefore, L
5. ~G v ~Q 1,2,3, Constructive dilemma
6. L • M 4,5 Modus Ponens
7. L 6, Simplification
Edwin
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