Exam 6: Propositional Logic

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F ⊃ ∼K F ⊃ ∼K

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Given the statements: A ⊃ (B • C) / B ⊃ (D ∨ ∼ E) / C ⊃ (E ∨ ∼ D) / A • E. These statements are:

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(∼C ⊃ ∼J) • (P ⊃ L) (∼C ⊃ ∼J) • (P ⊃ L)

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People raises its price only if either Shape expands coverage or Health does not increase circulation.

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M M

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∼E ∨ ∼H ∼E ∨ ∼H

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If an indirect truth table requiring more than one line is constructed for either an argument or a series of statements and no contradiction is derived on the first line, then:

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Proposition 2D Given the following proposition: [(A • ∼ X) ⊃ (∼ B ≡ Y)] • [∼ (Y ∨ ∼ A) ≡ (B • X)] -In Proposition 2D, the main operator is a:

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The dot operator is used to translate:

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Given the statements: H ⊃ E / M ⊃ R / (M • E) ⊃ G / (R • G) ⊃ E / M ∨ E These statements are:

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Statement 1E Given the following statement: (G ≡ ∼ H) ∨ (H ⊃ G) -Statement 1E is:

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Allstate's increasing its territory is a sufficient condition for Liberty's restructuring only if Progressive's cutting costs is a necessary condition for Conseco's hiring agents.

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Amherst reduces class size, and either Williams increases enrollment or Smith raises tuition.

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Metropolitan's reorganizing implies that Allstate hires agents, provided that Liberty reduces premiums.

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(M ⊃ ∼T) • (∼H ⊃ T) (M ⊃ ∼T) • (∼H ⊃ T)

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Given the statements: J ⊃ B / B ⊃ (N ∨ C) / N ⊃ C / J • ∼C These statements are:

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Proposition 1H Given the following proposition: [(A ≡ ∼B) ∨ (X ⊃ Y)] • [(Y ⊃ A) ≡ ∼(X ∨ B)] -Given that A and B are true and X and Y are false, determine the truth value of Proposition 1H.

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P ∨ G P ∨ G

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Sierra is hearty given that Michelob's being flavorful implies that Guinness is heavy.

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If Forbes increases circulation, then if both Health raises its price and Shape expands coverage, then Money solicits new advertisers.

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