Exam 6: Propositional Logic
Exam 1: Basic Concepts421 Questions
Exam 2: Language: Meaning and Definition360 Questions
Exam 3: Informal Fallacies360 Questions
Exam 4: Categorical Propositions450 Questions
Exam 5: Categorical Syllogisms357 Questions
Exam 6: Propositional Logic354 Questions
Exam 7: Natural Deduction in Propositional Logic76 Questions
Exam 8: Predicate Logic60 Questions
Exam 9: Analogy and Legal and Moral Reasoning36 Questions
Exam 10: Causality and Mills Methods45 Questions
Exam 11: Probability45 Questions
Exam 12: Statistical Reasoning45 Questions
Exam 13: Hypotheticalscientific Reasoning45 Questions
Exam 14: Science and Superstition45 Questions
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Toyota's closing a factory implies that Fiat improves mileage, given that both Chrysler and Nissan do not increase sales.
(Multiple Choice)
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Given the argument: K ⊃ Q / Q ⊃ ∼ K // K ≡ Q
This argument is:
(Multiple Choice)
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Statement 2C
Given the following statement:
[G ⊃ (R • N)] ∨ [R ⊃ (G • N)]
-The truth table for Statement 2C has how many lines?
(Multiple Choice)
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If eggs do not contain cholesterol, then they are healthy to eat. But eggs do contain cholesterol. Thus, eggs are not healthy to eat.
(Multiple Choice)
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Rice hires new faculty only if neither Duke nor Tulane increases student aid.
(Multiple Choice)
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Proposition 1F
Given the following proposition:
∼ [∼ (X ∨ ∼ Y) ≡ (∼ X ⊃ ∼A)] ∨ ∼ (B • ∼ A)
-Given that A and B are true and X and Y are false, determine the truth value of Proposition 1F.
(True/False)
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Proposition 1C
Given the following proposition:
∼{[(B ≡ ∼ X) ⊃ Y] ∨ [∼ X ⊃ (A ⊃ Y)]}
-In Proposition 1C, the main operator is a:
(Multiple Choice)
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Given the argument: S ⊃ E / N ⊃ (∼ S ⊃ E) // N ⊃ E
This argument is:
(Multiple Choice)
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Princess drops its dress codes or Oceania enlarges its fleet, and Seabourn reduces its fares.
(Multiple Choice)
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Given the argument: G ⊃ (N • E) / H ⊃ N / K ⊃ ∼E / (H • K) ≡ G
This argument is:
(Multiple Choice)
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Given the statements: N ⊃ (L • S) / (S ∨ W) ⊃ B / G ⊃ ∼ B / G ⊃ N
These statements are:
(Multiple Choice)
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Statement 2D
Given the following statement:
[(N ∨ R) ⊃ ∼ R] ≡ R
-Statement 2D is:
(Multiple Choice)
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Given the statements: S ⊃ (Q ∨ L) / (Q ∨ G) ⊃ (S ⊃ N) / L ⊃ (N ∨ ∼ S) / S • ∼ N
These statements are:
(Multiple Choice)
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Given the argument: (A • B) ≡ (C ∨ D) / A ⊃ E / B ⊃ F // C ⊃ (E • F).
This argument is:
(Multiple Choice)
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Suppose an indirect truth table is constructed for a series of statements, and the truth table requires more than one line. If a contradiction is reached on the first line, then:
(Multiple Choice)
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