Question

Part IV. For each of the following lists of premises, derive the conclusion using the rule included and complete the justification. See section 3B in the text. 14) 1. S = A 2. ___, Add 15) 1. (A \cdot B) \lor P 2. R \cdot (W \lor F) 3. (Y \cdot B) \supset (K \cdot M) 4. _, Simp 16) 1. D \lor B 2. \~M 3. _, Conj 17) 1. P \lor G 2. (G \supset A) \cdot (P \supset H) 3. (P \supset B) \cdot (G \supset O) 4. ___, CD

          Part IV. For each of the following lists of premises, derive the conclusion using the rule
included and complete the justification. See section 3B in the text.
14) 1. S = A
2. _____, Add
15) 1. (A \cdot B) \lor P
2. R \cdot (W \lor F)
3. (Y \cdot B) \supset (K \cdot M)
4. _____, Simp
16) 1. D \lor B
2. \~M
3. _____, Conj
17) 1. P \lor G
2. (G \supset A) \cdot (P \supset H)
3. (P \supset B) \cdot (G \supset O)
4. _____, CD

Part IV. For each of the following lists of premises, derive the conclusion using the rule
included and complete the justification. See section 3B in the text.
14) 1. S = A
2. , Add
15) 1. (A ·B) P
2. R ·(W F)
3. (Y ·B) ⊃(K ·M)
4. , Simp
16) 1. D B
2. M̃
3. , Conj
17) 1. P G
2. (G ⊃A) ·(P ⊃H)
3. (P ⊃B) ·(G ⊃O)
4. , CD

Added by Alba D.

Elementary and Intermediate Algebra

Alan S. Tussy, R. David Gustafson 5th Edition

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Solved by Expert Sri K

03/23/2023

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Part IV. For each of the following lists of premises, derive the conclusion using the rule indicated and complete the justification. See section 3B in the text. 14) 1. S = A 2. Add 15) 1. (A ∧ B) ∨ P 2. R ∧ (W ∨ F) 3. YE ∧ KM 4. Simp 16) 1. D ∨ B 2. ¬M 3. Conj 17) 1. P ∨ G 2. (GA ∧ PH) 3. (PB ∧ GO) 4. CD