Exam 6: Propositional Logic

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(S ⊃ Q) • (∼W ⊃ ∼C) (S ⊃ Q) • (∼W ⊃ ∼C)

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Statement 1I Given the following statement: (G • ∼ M) ⊃ (M ∨ G) -Statement 1I is:

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E ⊃ ∼T E ⊃ ∼T

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Statement 1A Given the following statement: (N ⊃ K) ≡ (K ⊃ N) -Statement 1A is:

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In Proposition 1F, the main operator is a:

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If Movado offers a blue dial, then neither Fossil is water resistant nor Nautica promotes a titanium case.

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K ⊃ R K ⊃ R

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In Proposition 2F, the main operator is a:

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(∼M ⊃ E) • (K ⊃ ∼C) K ∨ ∼M E ∨ ∼C

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Either Azmara or Seabourn do not open new boutiques provided that Princess improves its cuisine.

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If Baylor's hiring new faculty implies that Rice increases enrollment, then Williams raises tuition if Smith expands course offerings.

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If Disney promotes family cruises, then if either Holland remodels its staterooms or Regent enlarges its casinos, then Windstar diversifies its activities.

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Honda's reducing inventory is a sufficient and necessary condition for Toyota's closing a factory; also, Nissan lays off workers only if either Chrysler or Fiat does not improve mileage.

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∼N ∨ W ∼N ∨ W

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Given the argument: R ⊃ (G • D) / N ⊃ (A • L) / R ∨ N / L ⊃ K // D • K This argument is:

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Given the argument: B ∨ M / B ∨ ∼ K // (K ∨ ∼ M) ⊃ B This argument is:

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Given the statement: (E ∨ ∼ H) • (H • ∼ E) This statement is:

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(Q ⊃ E) • (D ⊃ ∼E) (Q ⊃ E) • (D ⊃ ∼E)

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∼M ∼M

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Statement 2E Given the following statement: (P ⊃ ∼ B) ∨ (B ⊃ ∼ L) -Statement 2E is:

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