Multiple Choice
Given the following premises:
1) (C • ∼F) ⊃ E
2) G ∨ (C • ∼F)
3) ∼(C • ∼F)
A) G ⊃ E 1, 2, HS
B) C 1, Simp
C) C ⊃ (∼F ⊃ E) 1, Exp
D) (G ∨ C) • ∼F 2, Assoc
E) (G ∨ C) • ∼F 2, Assoc.
Correct Answer:

Verified
Correct Answer:
Verified
Related Questions
Q19: Use conditional proof:<br>1.N ⊃ (F • A)<br>2.B
Q20: Given the following premises:<br>1)∼D ∨ ∼T<br>2)D ∨
Q21: Given the following premises:<br>1)∼(Q • ∼S)<br>2)∼F ⊃
Q22: Given the following premises:<br>1)(E ⊃ K) ∨
Q23: Given the following premises:<br>1)A<br>2)(A ⊃ ∼T) ⊃
Q25: Given the following premises:<br>1)D ⊃ H<br>2)∼D<br>3)˜(D •
Q26: Use an ordinary proof (not conditional or
Q27: Given the following premises:<br>1)∼N • ∼F<br>2)K ⊃
Q28: Given the following premises:<br>1)Q ⊃ (A ∨
Q29: Given the following premises:<br>1)∼I ∨ ∼∼B<br>2)M ⊃