Given the following premises:
1) A
2) G ⊃ (A ⊃ ∼L)
3) ∼A ∨ ∼G
A) A ∨ G 3, DN
B) (G ⊃ A) ⊃ ∼L 2, Assoc
C) ∼L 1, 2, MP
D) ∼G 1, 3, DS
E) G ⊃ (∼∼L ⊃ ∼A) 2, Trans
Correct Answer:
Verified
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1)R ⊃ (E •
Q54: Given the following premises:
1)N ≡ R
2)(N •
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1)∼(Q • ∼S)
2)∼F ⊃
Q56: Use indirect proof:
1.(R ∨ S) ⊃ (H
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1)∼P
2)L ⊃ (P ∨
Q60: Use an ordinary proof (not conditional or
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1)∼E ⊃ P
2)∼P
3)∼(P ∨
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Q63: Use an ordinary proof (not conditional or
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