Multiple Choice
Given the following premises:
1) (L ⊃ M) • (F ⊃ J)
2) M ⊃ ∼(F ∨ L)
3) F ∨ L
A) L ⊃ ∼(F ∨ L) 1, 2, HS
B) M ∨ J 1, 3, CD
C) L ⊃ M 1, Simp
D) ∼M 2, 3, MT
E) M ⊃ (∼F ∨ ∼L) 2, DM
Correct Answer:

Verified
Correct Answer:
Verified
Related Questions
Q46: Given the following premises:<br>1)D ⊃ (∼A ∨
Q47: Given the following premises:<br>1)F ⊃ J<br>2)A ⊃
Q48: Given the following premises:<br>1)B<br>2)∼R ⊃ K<br>3)B ⊃
Q49: Given the following premises:<br>1)T ∨ S<br>2)A ⊃
Q50: Use an ordinary proof (not conditional or
Q52: Given the following premises:<br>1)∼∼N<br>2)K ⊃ ∼N<br>3)∼N ∨
Q53: Use an ordinary proof (not conditional or
Q54: Use an ordinary proof (not conditional or
Q55: Given the following premises:<br>1)∼E ⊃ P<br>2)∼P<br>3)∼(P ∨
Q56: Use natural deduction to prove the following