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Posted: August 19th, 2022
Philosophy
Question Assignment:
Instruction: Select the reply with the set of reality values that proves invalidity for the next argument: (A ⋅ B) ⊃ C C ∴ ~A v ~B A is true; B is true; C is true A is true; B is fake; C is true A is fake; B is true; C is fake A is fake; B is fake; C is fake 10 factors QUESTION 2 Directions: What’s the rule of inference used to justify the next proof? (S • P) ⊃ (Q • R) (S • P) ∴(Q • R) C.D. Abs. M.P. Conj. Add. 10 factors QUESTION three Directions: State the justification for line 5: 1. A ⊃ D 2. D ⊃ C three. ~C ∴ ~A v (G • H) four. ~D 5. ~A 6. ~A v (G • H) 1, four, M.T. 2, three, M.T. 1, four, M.P. 2, three, M.P. three, Add. 10 factors QUESTION four Directions: Within the following one-step argument, state the rule of inference by which its conclusion follows from its premise. [(W ≡ T) ⋅ (A ⊃ B)] ⋅ (E v F) ∴ (W ≡ T) ⋅ [(A ⊃ B) ⋅ (E v F)] De M. Com. Impl. Assoc. Trans. 10 factors QUESTION 5 Directions: Establish the proper rule of inference proven: (p ⊃ q) • (r ⊃ s) p v r ∴ q v s C.D. Abs. Simp. Conj. Add. 10 factors QUESTION 6 Directions: State the justification for line four: (A⊃B) • (C ⊃D) A • F ∴B v D A A v C B v D three, Add. 1, 2, Conj. 2, three, M.T. 2, Simp. 1, 2, C.D. 10 factors QUESTION 7 Directions: Within the following one-step argument, state the rule of inference by which its conclusion follows from its premise. ~~~[(W ≡ T) ⋅ (A ⊃ B)] ⋅ (E v F) ∴~[(W ≡ T) ⋅ (A ⊃ B)] ⋅ (E v F) D.N. Com. Impl. Assoc. Trans. 10 factors QUESTION eight Directions: What’s the rule of inference used to justify the next proof? (Q v ~Q) • (P • R) ∴(Q v ~Q) C.D. Abs. Simp. Conj. Add. 10 factors QUESTION 9 Directions: State the justification for line 5: 1. (A ⊃ B) • (C ⊃ D) 2. A • F ∴ B v D three. A four. A v C 5. B v D three, Add. 1, 2, Conj. 2, three, M.T. 2, Simp. 1, four, C.D. 10 factors QUESTION 10 Directions: Establish the proper rule of inference proven: p ⊃ q ∴p ⊃ (p • q) C.D. Abs. Simp. Conj. Add. 10 factors Click on Save and Submit to avoid wasting and submit. Click on Save All Solutions to avoid wasting all solutions
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