Exam 6: Categorical Propositions
Exam 1: Classification93 Questions
Exam 2: Definitions105 Questions
Exam 3: Propositions145 Questions
Exam 4: Argument Analysis144 Questions
Exam 5: Fallacies167 Questions
Exam 6: Categorical Propositions218 Questions
Exam 7: Categorical Syllogisms223 Questions
Exam 8: Reasoning With Syllogisms177 Questions
Exam 9: Propositional Logic-Propositions223 Questions
Exam 10: Propositional Logic-Arguments120 Questions
Exam 11: Predicate Logic147 Questions
Exam 12: Inductive Generalizations56 Questions
Exam 13: Argument by Analogy47 Questions
Exam 14: Statistical Reasoning82 Questions
Exam 15: Explanation55 Questions
Exam 16: Probability85 Questions
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Could there be a categorical proposition that does not fit any of the four forms: A, E, I, and O?
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In the traditional square of opposition, if the I proposition is false, then which other proposition(s) must be false?
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Are standard Venn diagrams based on the traditional or modern view of existential import?
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What is the obverse of the proposition "Some chemicals are not toxic substances"?
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Which of the following propositions is equivalent to "All vegetables are nutritious foods"?
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What is the contrapositive of the proposition "No P is S"?
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How many distinct categorical propositions in standard form could be identical in both form and content?
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Which of the following propositions is in standard form A?
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What is the obverse of the proposition "Some nonfairies are nongoblins"?
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Which of the following propositions has form O, "smile" as the subject, and "hostile gesture" as the predicate?
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An advertising campaign for John Deere used the slogan, "Nothing runs like a Deere." What is this proposition in standard form?
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What is the relationship between "All P are non-S" and "Some P are not non-S"?
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What is the predicate class in the following proposition? Whales breathe by means of lungs.
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Which Venn diagram represents the proposition "No S is P"?
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In Venn diagrams, shading an area is used to indicate that:
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Which immediate inference(s) changes the quality of a categorical proposition?
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To disprove that "All men are chauvinists," you would need to prove that:
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