PHIL | 180 | Introductory Logic | assessment |

Test 3 (Practice) Name___________ Section Leader _______4 questions, 60 marks 1. (15marks)G ⊃ (J ⊃ L)can be derived from J ⊃ (G ⊃ L): Show this twice. First by constructing a derivation that uses conditional proof and then by constructing a derivatio

PHIL | 180 | Introductory Logic | exam |

exam_1_16_practice_B_sol.pdf-Test 1 (Practice) Name Section Leader

PHIL 180 Chapter 7 Review Handout - Exam 3 Practice Questions I. Derive the conclusion. If desired, use only the eighteen rules of inference. (A) 1. (N ⋁ O) ⊃ (C • D) 2. (D ⋁ K ) ⊃ (P ⋁ ∼ C ) 3. (P ⋁ G ) ⊃ ∼ (N • D) / ∼ N (B) 1. (R • S) ≡ (G • H ) 2.